<?xml version="1.0" encoding="UTF-8" ?><!-- generator=Zoho Sites --><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:content="http://purl.org/rss/1.0/modules/content/"><channel><atom:link href="https://www.eval000.ai/blogs/feed" rel="self" type="application/rss+xml"/><title>eval000 - Blog</title><description>eval000 - Blog</description><link>https://www.eval000.ai/blogs</link><lastBuildDate>Thu, 20 Aug 2026 21:28:18 -0700</lastBuildDate><generator>http://zoho.com/sites/</generator><item><title><![CDATA[【実証レポート】]]></title><link>https://www.eval000.ai/blogs/post/testreport2608</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/eval000_blog_casestudy_thumb.png"/>DeepSeekとClaudeに同一ルーブリック（AG/BG）で2件のビジネスプランを評価させると、AGスコアで最大1.60点差が発生しました。「将来計画を評価するか／現在の実績を評価するか」というAIの評価思想の差が、同一ルーブリックを使っても結果を変えてしまうことを実証しました。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_di1gH_b6xjiUA2T6y-FIyw" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span><span>DeepSeekとClaudeに同一ルーブリック（AG/BG）で2件のビジネスプランを評価させると、AGスコアで最大1.60点差が発生しました。「将来計画を評価するか／現在の実績を評価するか」というAIの評価思想の差が、同一ルーブリックを使っても結果を変えてしまうことを実証しました。</span></span></p></div>
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padding:9px 16px;border-radius:var(--r);text-decoration:none;transition:opacity .15s;} .cs-flink:hover{opacity:.85;text-decoration:none;} .cs-flink.p{background:var(--navy);color:#fff;} .cs-flink.s{background:var(--bg-soft);border:1px solid var(--rule);color:var(--ink2);} </style><div class="cs"><div class="cs-prog" id="cs-prog"></div><!-- ── HERO ──────────────────────────────────────── --><div class="cs-hero"><div class="cs-cat"> Case Study ／ 実証レポート </div>
<h1 class="cs-title">【実証レポート】<span class="hi">AI評価モデルが異なると</span>、<br> なぜ同じプランの評点が最大1.45点変わるのか</h1><div class="cs-meta"><span>2026年8月5日</span><span class="cs-meta-sep">|</span><span>eval000 事務局</span><span class="cs-meta-sep">|</span><span>読了目安 約8分</span></div>
<div class="cs-tags"><span class="cs-htag">生成AI評価バイアス</span><span class="cs-htag">ルーブリックAG/BG</span><span class="cs-htag">SEGT収束</span><span class="cs-htag">DeepSeek vs Claude</span><span class="cs-htag">ビジネスプラン評価</span></div>
</div><!-- ── KEY FINDING ────────────────────────────────── --><div class="cs-ki"><div class="cs-ki-in"><div class="cs-ki-label"> KEY FINDING </div>
<div class="cs-ki-text"> 同一プラン・同一ルーブリックで DeepSeek と Claude に採点させると<strong> AGスコアで最大 1.60点差</strong>（DeepSeek 5.00 vs Claude 3.40）が発生。同じ「ものさし」を使っても AI によってスコアが大きく変わる——これが eval000 が解決すべき問題の核心です。 </div>
</div></div><!-- ── BREADCRUMB ──────────────────────────────────── --><div class="cs-bc"><a href="https://www.eval000.ai/">Home</a><span class="cs-bc-sep">/</span><a href="https://www.eval000.ai/blogs">ブログ</a><span class="cs-bc-sep">/</span><span>Case Study</span></div><!-- ── BODY ───────────────────────────────────────── --><div class="cs-body"><!-- TOC（インライン） --><div class="cs-toc-box"><div class="cs-toc-title"> 目次 </div>
<ul class="cs-toc-list"><li><a href="#cs-bg">実施背景</a></li><li><a href="#cs-method">評価方法</a></li><li><a href="#cs-eco">EcoBottle Campus の評価</a></li><li><a class="sub" href="#cs-eco-ag">└ AGルーブリック比較</a></li><li><a class="sub" href="#cs-eco-bg">└ BGルーブリック比較</a></li><li><a href="#cs-yat">越中八尾の評価</a></li><li><a class="sub" href="#cs-yat-ag">└ AGルーブリック比較</a></li><li><a class="sub" href="#cs-yat-bg">└ BGルーブリック比較</a></li><li><a href="#cs-cmp">AIスコア総括</a></li><li><a href="#cs-thought">AI評価思想の比較</a></li><li><a href="#cs-segt">SEGT収束の実証</a></li><li><a href="#cs-conc">結論</a></li></ul></div>
<p class="cs-lead">生成AIに同一のビジネスプランを評価させても、使うAIモデルが違えばスコアが大きく変わる——これは直感的には分かっていても、実際のデータとして示されることは少なかった。本レポートでは eval000 の体験セミナー（2026年8月5日）で実施したライブデモの実証データとして、DeepSeekとClaudeに全く同一のルーブリックで2件のビジネスプランを評価させた結果を公開します。</p><!-- SEC 01 背景 --><div class="cs-div"><div class="cs-div-line"></div>
<div class="cs-div-num"> SECTION 01 </div><div class="cs-div-line"></div></div><h2 id="cs-bg">実施背景——「AI評価の標準化」という問題</h2><p>ビジネスコンテスト・採用選考・補助金審査の現場では、審査工数の削減を目的として生成AIの活用が急速に広まっています。しかし多くの場面で「AIに採点させる」という実装が行われており、そこには構造的な問題があります。</p><div class="cs-cb warn"><div class="cs-cb-lbl"> PROBLEM </div>
<div class="cs-cb-body"><strong>ChatGPT・Gemini・Claude・DeepSeek——同じプロンプトを送っても、各AIモデルは異なる採点結果を返します。</strong>モデルごとに学習データ・RLHF設計・評価思想が異なるためです。「AIを使った客観的評価」という前提が、使うAIの選択によって評点が変わるという矛盾を内包しています。 </div>
</div><p>eval000が2025年に実施した予備検証では、同一のビジネスプランをChatGPT・Gemini・Claude等の複数モデルで評価させると<strong>最大12点差</strong>が生じることを確認しています。本レポートはその構造的問題を、AG・BGという2種類のルーブリックを用いたより精密な実証として示します。</p><!-- SEC 02 評価方法 --><div class="cs-div"><div class="cs-div-line"></div>
<div class="cs-div-num"> SECTION 02 </div><div class="cs-div-line"></div></div><h2 id="cs-method">評価方法</h2><h3>評価対象プラン</h3><ul><li><strong>プランA：EcoBottle Campus</strong>——大学生向け水筒シェアリングサービス</li><li><strong>プランB：越中八尾ウェルネス・スマートビレッジ創生事業</strong>——令和8年度富山市PoC申請</li></ul><h3>使用ルーブリック</h3><div class="cs-cb note"><div class="cs-cb-lbl"> 評価軸の設計 </div>
<div class="cs-cb-body"><strong>AGルーブリック（5項目・加重スコア）</strong><br> ① 根拠と検証（30%）② 発展可能性（25%）③ 人間ならではの価値（20%）④ 実行リスク（15%）⑤ 社会的変革の度合い（10%） <br><br><strong>BGルーブリック（4項目・加重スコア）</strong><br> ① 価値の革新性（30%）② 市場の潜在性（20%）③ 商業的実現可能性（25%）④ 技術的実現可能性（25%） </div>
</div><h3>評価者</h3><p><strong>DeepSeek</strong>（ポテンシャル評価型）と<strong>Claude</strong>（エビデンス評価型）に、全く同一のルーブリック・評価基準・ビジネスプラン文書を提供し、独立採点を実施しました。</p><!-- SEC 03 EcoBottle --><div class="cs-div"><div class="cs-div-line"></div>
<div class="cs-div-num"> SECTION 03 </div><div class="cs-div-line"></div></div><h2 id="cs-eco">EcoBottle Campus の評価結果</h2><h3 id="cs-eco-ag">AGルーブリック比較</h3><div class="cs-tbl-wrap"><table class="cs-tbl"><thead><tr><th>評価基準</th><th class="c">配点</th><th class="c">DeepSeek</th><th class="c">Claude</th><th class="c">差</th></tr></thead><tbody><tr><td><strong>① 根拠と検証</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">30%</td><td class="sv hi">4</td><td class="sv md">3</td><td class="sv d1">+1</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>環境省データ・実証実験に裏付けられ、ABC大学の検証が「100人以上」とみなせると判断。 <br><span class="cl">Claude：</span>実参加ユーザー数が不明瞭、廃棄コスト算出根拠の記載なしを厳密に評価。 </div></td></tr><tr><td><strong>② 発展可能性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">25%</td><td class="sv md">3</td><td class="sv lo">2</td><td class="sv d1">+1</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>3ヵ年計画・全国100大学・アジア展開という将来構想を「発展性」として評価。 <br><span class="cl">Claude：</span>AI洗浄システムの改善履歴・実績の開示がなく、実証された発展の軌跡が乏しいと判断。 </div></td></tr><tr><td><strong>③ 人間ならではの価値</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">20%</td><td class="sv hi">4</td><td class="sv lo">2</td><td class="sv d2">+2</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>「所有から共有へ」という価値観転換を学生の視点で描写——共感を得やすいと高評価。 <br><span class="cl">Claude：</span>市場分析・数値データ中心の構成で、創業者の個人的な動機・感情的訴求がほぼ見当たらないと判断。 </div></td></tr><tr><td><strong>④ 実行リスク</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">15%</td><td class="sv hi">4</td><td class="sv md">3</td><td class="sv d1">+1</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>3リスクに個別対応策があり事業全体として実現可能と評価。 <br><span class="cl">Claude：</span>個人情報保護・損害賠償責任等の法的観点への言及が薄いと判断。 </div></td></tr><tr><td><strong>⑤ 社会的変革の度合い</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">10%</td><td class="sv hi">4</td><td class="sv hi">4</td><td class="sv zero">0</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"> 両AI共通：CO2・廃棄物削減を定量化し、長期ビジョン（ASEAN展開）まで提示している点を評価。唯一一致した評価軸。 </div></td></tr><tr class="total-row"><td><strong>AGスコア（加重平均）</strong></td><td></td><td class="sv">3.75</td><td class="sv">2.55</td><td class="sv" style="color:rgb(248, 113, 113);font-size:16px;">1.20</td></tr></tbody></table></div>
<div class="cs-cb insight"><div class="cs-cb-lbl"> INSIGHT — 「人間ならではの価値」で最大差（+2点） </div>
<div class="cs-cb-body"> DeepSeekは「将来の価値観転換」という構想を評価したのに対し、Claudeは「資料に確認できる創業者の物語性」の有無を評価しました。同じルーブリック項目の解釈が、AIの「評価思想」によって根本から異なることを示しています。 </div>
</div><h3 id="cs-eco-bg">BGルーブリック比較</h3><div class="cs-tbl-wrap"><table class="cs-tbl"><thead><tr><th>評価基準</th><th class="c">配点</th><th class="c">DeepSeek</th><th class="c">Claude</th><th class="c">差</th></tr></thead><tbody><tr><td><strong>① 価値の革新性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">30%</td><td class="sv hi">4</td><td class="sv md">3</td><td class="sv d1">+1</td></tr><tr><td><strong>② 市場の潜在性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">20%</td><td class="sv top">5</td><td class="sv hi">4</td><td class="sv d1">+1</td></tr><tr><td><strong>③ 商業的実現可能性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">25%</td><td class="sv hi">4</td><td class="sv md">3</td><td class="sv d1">+1</td></tr><tr><td><strong>④ 技術的実現可能性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">25%</td><td class="sv top">5</td><td class="sv md">3</td><td class="sv d2">+2</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>IoT・UV殺菌・アプリ連携は既存技術の組み合わせで実用化ハードルは低いと満点評価。 <br><span class="cl">Claude：</span>「特許出願中」の自動洗浄システムは未確定要素でコスト面の裏付けも薄いと判断。 </div></td></tr><tr class="total-row"><td><strong>BGスコア（加重平均）</strong></td><td></td><td class="sv">4.45</td><td class="sv">3.20</td><td class="sv" style="color:rgb(248, 113, 113);font-size:16px;">1.25</td></tr></tbody></table></div><!-- SEC 04 越中八尾 --><div class="cs-div"><div class="cs-div-line"></div>
<div class="cs-div-num"> SECTION 04 </div><div class="cs-div-line"></div></div><h2 id="cs-yat">越中八尾ウェルネス・スマートビレッジ創生事業の評価結果</h2><h3 id="cs-yat-ag">AGルーブリック比較</h3><div class="cs-tbl-wrap"><table class="cs-tbl"><thead><tr><th>評価基準</th><th class="c">配点</th><th class="c">DeepSeek</th><th class="c">Claude</th><th class="c">差</th></tr></thead><tbody><tr><td><strong>① 根拠と検証</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">30%</td><td class="sv top">5</td><td class="sv md">3</td><td class="sv d2">+2</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>高齢化率・人口減少率・富山大医学部の倫理審査取得済みという根拠の豊富さを満点評価。 <br><span class="cl">Claude：</span>PoC自体がこれから実施する提案段階であり、実地検証データが存在しないことを重視。 </div></td></tr><tr><td><strong>② 発展可能性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">25%</td><td class="sv top">5</td><td class="sv lo">2</td><td class="sv d3">+3</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>PoC→野外能楽堂→フルビレッジ整備という二段階ロードマップ全体を「発展性」として満点評価。 <br><span class="cl">Claude：</span>ロードマップは将来計画であり、過去の改善履歴・AI活用実績の開示という観点では情報が少ないと判断。 </div></td></tr><tr><td><strong>③ 人間ならではの価値</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">20%</td><td class="sv top">5</td><td class="sv top">5</td><td class="sv zero">0</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"> 両AI共通で満点：4市民（文化継承者・高齢住民・都市生活者・能楽愛好者）の困りごとから出発する構成。300年の伝統・担い手不足・認知症リスクという感情に訴える描写の深さを両AIが高く評価。 </div></td></tr><tr><td><strong>④ 実行リスク</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">15%</td><td class="sv top">5</td><td class="sv hi">4</td><td class="sv d1">+1</td></tr><tr><td><strong>⑤ 社会的変革の度合い</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">10%</td><td class="sv top">5</td><td class="sv top">5</td><td class="sv zero">0</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"> 両AI共通で満点：KGIとして「来訪者50%増」「移住100名」を明示。ユネスコ無形文化遺産という長期的・文化的インパクトの経路の明確さを評価。 </div></td></tr><tr class="total-row"><td><strong>AGスコア（加重平均）</strong></td><td></td><td class="sv">5.00</td><td class="sv">3.40</td><td class="sv" style="color:rgb(248, 113, 113);font-size:18px;">1.60</td></tr></tbody></table></div>
<div class="cs-cb crit"><div class="cs-cb-lbl"> CRITICAL FINDING — 最大差は「発展可能性」の +3点 </div>
<div class="cs-cb-body"> DeepSeek 5 vs Claude 2 という本レポート最大の開き。DeepSeekは「将来ロードマップ」を発展性の証拠と評価し、Claudeは「現在確認できる実績の有無」を基準にしました。<strong>「将来計画を評価するか／現在の実績を評価するか」——これがAI評価思想の根本的な分岐点です。</strong></div>
</div><h3 id="cs-yat-bg">BGルーブリック比較</h3><div class="cs-tbl-wrap"><table class="cs-tbl"><thead><tr><th>評価基準</th><th class="c">配点</th><th class="c">DeepSeek</th><th class="c">Claude</th><th class="c">差</th></tr></thead><tbody><tr><td><strong>① 価値の革新性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">30%</td><td class="sv top">5</td><td class="sv hi">4</td><td class="sv d1">+1</td></tr><tr><td><strong>② 市場の潜在性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">20%</td><td class="sv top">5</td><td class="sv hi">4</td><td class="sv d1">+1</td></tr><tr><td><strong>③ 商業的実現可能性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">25%</td><td class="sv hi">4</td><td class="sv md">3</td><td class="sv d1">+1</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"><span class="ds">DeepSeek：</span>補助金450万円・PoC収益による収支均衡計画を「実現可能」と判断。 <br><span class="cl">Claude：</span>本格展開（2〜10億円規模）の財源確保が「今後の申請頼み」であることを重視。 </div></td></tr><tr><td><strong>④ 技術的実現可能性</strong></td><td class="sv" style="font-size:12px;color:var(--ink3);">25%</td><td class="sv top">5</td><td class="sv top">5</td><td class="sv zero">0</td></tr><tr class="cmt-row"><td colspan="5"><div class="cs-cmt"> 両AI共通で満点：ウェアラブル・IoTカメラ・SCRUM-T連携は全て既存技術の活用。富山市の既存インフラ（LPWA・SCRUM-T）を活用する設計で実現可能性が非常に高いと両AI一致。 </div></td></tr><tr class="total-row"><td><strong>BGスコア（加重平均）</strong></td><td></td><td class="sv">4.75</td><td class="sv">3.90</td><td class="sv" style="color:rgb(248, 113, 113);font-size:16px;">0.85</td></tr></tbody></table></div><!-- SEC 05 総括 --><div class="cs-div"><div class="cs-div-line"></div>
<div class="cs-div-num"> SECTION 05 </div><div class="cs-div-line"></div></div><h2 id="cs-cmp">全スコアの総括</h2><div class="cs-spot-grid"><div class="cs-spot"><div class="cs-spot-lbl"> EcoBottle Campus — AGスコア </div>
<div class="cs-spot-scores"><div class="cs-sc ds"> 3.75<span class="cs-sc-lbl">DeepSeek</span></div>
<div class="cs-sc cl"> 2.55<span class="cs-sc-lbl">Claude</span></div></div><div class="cs-diff lg"> 差 1.20点 </div>
<div class="cs-spot-note"> 「人間ならではの価値」で+2点差。将来の共感性 vs 現在の物語性。 </div></div><div class="cs-spot"><div class="cs-spot-lbl"> EcoBottle Campus — BGスコア </div>
<div class="cs-spot-scores"><div class="cs-sc ds"> 4.45<span class="cs-sc-lbl">DeepSeek</span></div>
<div class="cs-sc cl"> 3.20<span class="cs-sc-lbl">Claude</span></div></div><div class="cs-diff lg"> 差 1.25点 </div>
<div class="cs-spot-note"> 「技術的実現可能性」で+2点差。実用化ハードルの解釈が大きく異なる。 </div></div><div class="cs-spot"><div class="cs-spot-lbl"> 越中八尾 — AGスコア（最大差） </div>
<div class="cs-spot-scores"><div class="cs-sc ds"> 5.00<span class="cs-sc-lbl">DeepSeek</span></div>
<div class="cs-sc cl"> 3.40<span class="cs-sc-lbl">Claude</span></div></div><div class="cs-diff lg"> 差 1.60点 </div>
<div class="cs-spot-note"> 「発展可能性」で+3点差。本レポート最大の開き。 </div></div><div class="cs-spot"><div class="cs-spot-lbl"> 越中八尾 — BGスコア </div>
<div class="cs-spot-scores"><div class="cs-sc ds"> 4.75<span class="cs-sc-lbl">DeepSeek</span></div>
<div class="cs-sc cl"> 3.90<span class="cs-sc-lbl">Claude</span></div></div><div class="cs-diff lg"> 差 0.85点 </div>
<div class="cs-spot-note"> BGは差が比較的小さい。技術的実現可能性では両AI一致（5点）。 </div></div></div><!-- SEC 06 AI評価思想 --><div class="cs-div"><div class="cs-div-line"></div>
<div class="cs-div-num"> SECTION 06 </div><div class="cs-div-line"></div></div><h2 id="cs-thought">AI評価思想の比較分析</h2><p>スコアの差はAIの「能力差」ではなく<strong>「評価思想の差」</strong>です。DeepSeekとClaudeは高性能なLLMですが、事業計画の「何を」評価するかという判断が根本的に異なります。</p><div class="cs-ai-grid"><div class="cs-ai ds"><div class="cs-ai-name"> DEEPSEEK </div>
<div class="cs-ai-type"> ポテンシャル評価型 </div><ul class="cs-ai-list"><li>将来の発展可能性・社会的ビジョンを積極評価</li><li>計画全体の構成・方向性の妥当性を重視</li><li>加点型——強みに注目して評価する傾向</li><li>ロードマップ・将来構想も「発展性の証拠」として評価</li></ul></div>
<div class="cs-ai cl"><div class="cs-ai-name"> CLAUDE </div><div class="cs-ai-type"> エビデンス評価型 </div>
<ul class="cs-ai-list"><li>提出資料で客観的に確認できる実績・証拠を重視</li><li>実証されるまでは評価を保留する姿勢</li><li>減点型——不足点を指摘して評価する傾向</li><li>「将来計画」は実績として扱わない</li></ul></div>
</div><div class="cs-ctbl-wrap"><table class="cs-ctbl"><thead><tr><th>比較軸</th><th class="c">DeepSeek</th><th class="c">Claude</th></tr></thead><tbody><tr><td class="rh">評価姿勢</td><td class="c">将来性・ポテンシャルを重視</td><td class="c">現時点の証拠・実績を重視</td></tr><tr><td class="rh">採点方法</td><td class="c">加点型</td><td class="c">減点型</td></tr><tr><td class="rh">将来構想の扱い</td><td class="c">積極的に評価</td><td class="c">実証されるまで保留</td></tr><tr><td class="rh">適した用途</td><td class="c">事業の魅力・可能性の把握</td><td class="c">審査員視点の客観的評価</td></tr></tbody></table></div>
<div class="cs-cb warn"><div class="cs-cb-lbl"> IMPLICATION </div><div class="cs-cb-body"> どちらのAIが「正しい」かという問題ではありません。<strong>同一のルーブリックを使っても、AIモデルによってルーブリック項目の解釈が大きく異なる</strong>ことが問題です。「AIを使った客観的評価」を実現するためには、AIに採点させるだけでは不十分で、そのAIの評価思想そのものをコントロールする仕組みが必要です。 </div>
</div><!-- SEC 07 SEGT --><div class="cs-div"><div class="cs-div-line"></div><div class="cs-div-num"> SECTION 07 </div>
<div class="cs-div-line"></div></div><h2 id="cs-segt">SEGT収束——バラつきを除去した評価標準 v* の生成</h2><p>本体験セミナーでは上記の実証に続き、eval000のSEGT収束計算を適用するライブデモを実施しました。3つのAIペルソナ審査員（実務派・革新派・バランス派）がBGルーブリックで採点した後、SEGT収束で Evaluation Standard v* を生成しました。</p><h3>BGルーブリック × 3ペルソナ → SEGT収束の実値</h3><div class="cs-bar-wrap"><div class="cs-bar-legend"><div class="cs-bar-leg"><div class="cs-bar-leg-dot" style="background:rgb(37, 99, 235);"></div>実務派（数値重視） </div>
<div class="cs-bar-leg"><div class="cs-bar-leg-dot" style="background:rgb(124, 58, 237);"></div>革新派（新規性重視） </div>
<div class="cs-bar-leg"><div class="cs-bar-leg-dot" style="background:rgb(8, 145, 178);"></div>バランス派（総合判断） </div>
<div class="cs-bar-leg"><div class="cs-bar-leg-dot" style="background:rgb(22, 101, 52);border-radius:50%;"></div>v*（SEGT収束後） </div>
</div><div class="cs-bar-sec"> プランA（EcoBottle Campus）— バラつき：<span style="color:var(--red);font-weight:700;">11.0点</span></div>
<div class="cs-bar-row"><div class="cs-bar-name"> 実務派 </div><div class="cs-bar-track"><div class="cs-bar-fill" style="width:73%;background:linear-gradient(90deg, rgb(37, 99, 235), rgb(59, 130, 246));"><span class="cs-bar-val">73.0</span></div>
</div></div><div class="cs-bar-row"><div class="cs-bar-name"> 革新派 </div><div class="cs-bar-track"><div class="cs-bar-fill" style="width:84%;background:linear-gradient(90deg, rgb(124, 58, 237), rgb(139, 92, 246));"><span class="cs-bar-val">84.0</span></div>
</div></div><div class="cs-bar-row"><div class="cs-bar-name"> バランス派 </div><div class="cs-bar-track"><div class="cs-bar-fill" style="width:84%;background:linear-gradient(90deg, rgb(8, 145, 178), rgb(6, 182, 212));"><span class="cs-bar-val">84.0</span></div>
</div></div><div class="cs-bar-row"><div class="cs-bar-name" style="color:var(--royal);font-weight:700;"> v*（収束後） </div>
<div class="cs-bar-track"><div class="cs-bar-fill" style="width:80.1%;background:linear-gradient(90deg, rgb(22, 101, 52), rgb(34, 197, 94));"><span class="cs-bar-val">80.1</span></div>
</div><div class="cs-bar-after"> = Evaluation Standard </div></div><div class="cs-bar-sec"> プランB（越中八尾ウェルネス・スマートビレッジ）— バラつき：<span style="color:var(--red);font-weight:700;">20.8点</span></div>
<div class="cs-bar-row"><div class="cs-bar-name"> 実務派 </div><div class="cs-bar-track"><div class="cs-bar-fill" style="width:68.2%;background:linear-gradient(90deg, rgb(37, 99, 235), rgb(59, 130, 246));"><span class="cs-bar-val">68.2</span></div>
</div></div><div class="cs-bar-row"><div class="cs-bar-name"> 革新派 </div><div class="cs-bar-track"><div class="cs-bar-fill" style="width:89%;background:linear-gradient(90deg, rgb(124, 58, 237), rgb(139, 92, 246));"><span class="cs-bar-val">89.0</span></div>
</div></div><div class="cs-bar-row"><div class="cs-bar-name"> バランス派 </div><div class="cs-bar-track"><div class="cs-bar-fill" style="width:84%;background:linear-gradient(90deg, rgb(8, 145, 178), rgb(6, 182, 212));"><span class="cs-bar-val">84.0</span></div>
</div></div><div class="cs-bar-row"><div class="cs-bar-name" style="color:var(--royal);font-weight:700;"> v*（収束後） </div>
<div class="cs-bar-track"><div class="cs-bar-fill" style="width:80.3%;background:linear-gradient(90deg, rgb(22, 101, 52), rgb(34, 197, 94));"><span class="cs-bar-val">80.3</span></div>
</div><div class="cs-bar-after"> = Evaluation Standard </div></div></div><div class="cs-segt"><div class="cs-segt-lbl"> SEGT 収束の結果 — BGルーブリック × 3ペルソナ </div>
<div class="cs-segt-scores"><div class="cs-segt-score"><div class="cs-segt-num"> 80.1 </div>
<div class="cs-segt-plan"> v*（プランA / EcoBottle） </div></div><div class="cs-segt-eq"> ≈ </div>
<div class="cs-segt-score"><div class="cs-segt-num"> 80.3 </div><div class="cs-segt-plan"> v*（プランB / 越中八尾） </div>
</div></div><div class="cs-segt-badge"> v* の差：わずか 0.2点 </div><div class="cs-segt-desc"> バラつき最大20.8点 → SEGT収束後の差0.2点。外生の原理 N に対して、両プランがほぼ等しい評価標準値に収束しました。 </div>
</div><div class="cs-cb good"><div class="cs-cb-lbl"> WHAT v* MEANS </div><div class="cs-cb-body"> v* の本質的価値は「数値の大小」ではなく<strong>「再現可能性」</strong>です。同じ外生の原理 N と Evaluation Rubric があれば、いつ・誰が評価しても同じ v* が生成されることが Banach の固定点定理により数学的に保証されています。DeepSeek が評価しても Claude が評価しても——N と R が同じであれば v* は常に同じ固定点に収束します。 </div>
</div><!-- SEC 08 結論 --><div class="cs-div"><div class="cs-div-line"></div><div class="cs-div-num"> CONCLUSION </div>
<div class="cs-div-line"></div></div><h2 id="cs-conc">結論</h2><h3>1. 同一ルーブリックでも AI によってスコアが最大 1.60点変わる</h3><p>越中八尾プランのAGスコアにおいて DeepSeek 5.00 vs Claude 3.40 という1.60点差が発生。これはAIの能力差ではなく、「将来計画を評価するか／現在の実績を評価するか」という<strong>評価思想の構造的な差</strong>に起因しています。</p><h3>2. 共通点は「事業の本質」への評価に現れる</h3><p>両AI一致または差が小さかった項目（「社会的変革の度合い」「人間ならではの価値」「技術的実現可能性」）はプランの本質的な価値に関わる軸です。AIが「正しく評価できる領域」は存在しますが、それは評価の一部にすぎません。</p><h3>3. eval000 SEGT収束は AI の評価思想の差を数学的に除去する</h3><p>複数のAIペルソナ審査員のスコアを SEGT 収束計算にかけることで、各AIが持つ固有の評価思想のバラつきを外生の原理 N のもとで除去し、再現可能な Evaluation Standard v* を生成します。</p><div class="cs-cb key"><div class="cs-cb-lbl"> TAKEAWAY </div>
<div class="cs-cb-body"> 生成 AI は「評価を便利にした」が、「評価を正確にした」わけではありません。<strong>AI が持つ評価思想そのものをコントロールする仕組み——それが外生の原理 N × SEGT 収束によるメタ評価です。</strong></div>
</div><!-- Tags --><div class="cs-tag-row"><span class="cs-tag b">#評価バイアス</span><span class="cs-tag b">#生成AI評価</span><span class="cs-tag b">#SEGT収束</span><span class="cs-tag">#ビジネスコンテスト</span><span class="cs-tag">#DeepSeek</span><span class="cs-tag">#Claude</span><span class="cs-tag">#メタ評価</span><span class="cs-tag">#ルーブリック</span></div><!-- Author --><div class="cs-author"><div class="cs-author-av"> e0 </div>
<div><div class="cs-author-name"> eval000 事務局（株式会社テンプロクシー） </div><div class="cs-author-role"> 特願 2026-096693 ／ Award Force 日本正規パートナー </div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Tue, 18 Aug 2026 06:45:06 +0900</pubDate></item><item><title><![CDATA[日英カタログPDFダウンロード]]></title><link>https://www.eval000.ai/blogs/post/catalogPDF</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/catalogPDF.png"/>eval000のサービス概要をまとめた日英2言語のカタログPDFを公開しました。メタ評価の考え方からSEGT実証データ、料金・導入プロセスまで11ページに凝縮。社内共有や比較検討にご活用いただけます。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_di1gH_b6xjiUA2T6y-FIyw" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>eval000のサービス概要をまとめた日英2言語のカタログPDFを公開しました。メタ評価の考え方からSEGT実証データ、料金・導入プロセスまで11ページに凝縮。社内共有や比較検討にご活用いただけます。</span></p></div>
</div><div data-element-id="elm_NNwKZTMzq3T1Nz79eTbiYw" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><meta charset="UTF-8"><meta name="viewport" content="width=device-width, initial-scale=1.0"><title>eval000 カタログPDF（日本語版・英語版）を公開しました | eval000.ai Blog</title><meta name="description" content="eval000のサービス概要を11ページにまとめたカタログPDFを、日本語版・英語版の2言語で公開しました。SEGT収束の実証データから料金体系・運営体制まで網羅。この記事から直接ダウンロードいただけます。"><link href="https://fonts.googleapis.com/css2?family=Shippori+Mincho+B1:wght@400;600;700;800&amp;family=Zen+Kaku+Gothic+New:wght@300;400;500;700&amp;family=DM+Mono:wght@300;400;500&amp;display=swap" rel="stylesheet"><style> :root { --primary:#0070c9;--primary-lt:#3a9fe8;--primary-pale:#a8d4f5; --primary-dim:rgba(0,112,201,.16);--primary-bg:rgba(0,112,201,.06);--primary-bd:rgba(0,112,201,.25); --teal:#00a898;--teal-lt:#00d4c2;--teal-bg:rgba(0,168,152,.08);--teal-bd:rgba(0,168,152,.3); 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data-lang="ja">JPN</button><div class="lang-divider"></div>
<button class="lang-btn" id="btn-en" data-lang="en">EN</button></div></div><header class="news-header"><div class="news-grid"></div>
<div class="news-glow"></div><div class="con news-inner"><div class="news-tags"><span class="pill b" data-i18n data-ja="資料公開" data-en="Document Release">資料公開</span><span class="pill" data-i18n data-ja="カタログPDF" data-en="Catalog PDF">カタログPDF</span><span class="date">2026年8月10日</span></div>
<div class="date-chip rv"><div class="dot"></div><span data-i18n data-ja="日本語版・英語版カタログPDFを公開" data-en="Japanese &amp; English catalog PDFs now available">日本語版・英語版カタログPDFを公開</span></div>
<h1 class="news-title"><span data-i18n data-ja="eval000 カタログPDFを公開しました。" data-en="Our eval000 catalog PDF is here.">eval000 カタログPDFを公開しました。</span><br><span class="accent" data-i18n data-ja="SEGTの仕組みから料金体系まで、11ページに凝縮。" data-en="From how SEGT works to our pricing — in 11 pages.">SEGTの仕組みから料金体系まで、11ページに凝縮。</span></h1><p class="news-lead" data-i18n data-ja="eval000のサービス概要をまとめたカタログPDFを、日本語版・英語版の2言語で公開しました。「メタ評価」という考え方の紹介から、SEGT収束の実証データ、サービスラインアップ、適用分野、料金・導入プロセス、運営体制まで、資料1本でご確認いただけます。社内共有や比較検討の際にもご活用ください。" data-en="We've published a catalog PDF summarizing eval000's service overview, in both Japanese and English. From an introduction to &quot;meta-evaluation&quot; through SEGT convergence evidence, our service lineup, applicable domains, pricing and onboarding, and our operating team — it's all in one document, ready for internal sharing or side-by-side comparison.">eval000のサービス概要をまとめたカタログPDFを、日本語版・英語版の2言語で公開しました。「メタ評価」という考え方の紹介から、SEGT収束の実証データ、サービスラインアップ、適用分野、料金・導入プロセス、運営体制まで、資料1本でご確認いただけます。社内共有や比較検討の際にもご活用ください。</p><div class="hdl-row rv"><a class="hdl-btn" href="https://www.eval000.ai/eval000_catalog2026_JA.pdf" target="_blank" rel="noopener"><div class="hdl-icon"> PDF </div>
<div class="hdl-text"><span class="hdl-lang">JAPANESE ・ 日本語版</span><span class="hdl-label" data-i18n data-ja="カタログPDFをダウンロード" data-en="Download the Japanese PDF">カタログPDFをダウンロード</span></div></a><a class="hdl-btn" href="https://www.eval000.ai/eval000_catalog2026_EN.pdf" target="_blank" rel="noopener"><div class="hdl-icon"> PDF </div>
<div class="hdl-text"><span class="hdl-lang">ENGLISH ・ 英語版</span><span class="hdl-label" data-i18n data-ja="英語版カタログPDFをダウンロード" data-en="Download the English PDF">英語版カタログPDFをダウンロード</span></div></a></div>
<div class="status-strip rv"><div class="status-item"><div class="status-num"> 11 </div>
<div class="status-lbl" data-i18n data-ja="ページ数" data-en="Pages"> ページ数 </div></div>
<div class="status-item"><div class="status-num"> 2 </div><div class="status-lbl" data-i18n data-ja="対応言語<br>（日本語／英語）" data-en="Languages<br>(Japanese / English)"> 対応言語 <br> （日本語／英語） </div>
</div><div class="status-item"><div class="status-num"> 5 </div><div class="status-lbl" data-i18n data-ja="適用分野を<br>掲載" data-en="Applicable<br>domains covered"> 適用分野を <br> 掲載 </div>
</div></div></div></header><!-- 01 収録内容 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 01 — <span data-i18n data-ja="収録内容" data-en="What's Inside">収録内容</span></div>
<h2 data-i18n data-ja="eval000とは何か、から料金・導入プロセスまで" data-en="From what eval000 is, to pricing and onboarding">eval000とは何か、から料金・導入プロセスまで</h2><p data-i18n data-ja="今回のカタログは、これまでサイトやブログで積み重ねてきた説明を、初めてeval000に触れる方にも伝わる順序で再構成した資料です。11ページの構成は以下の通りです。" data-en="This catalog reorganizes the explanations we've built up across the site and this blog into a sequence that works for someone encountering eval000 for the first time. The 11-page structure is as follows.">今回のカタログは、これまでサイトやブログで積み重ねてきた説明を、初めてeval000に触れる方にも伝わる順序で再構成した資料です。11ページの構成は以下の通りです。</p><div class="upd-list rv"><div class="upd-item"><div class="upd-num"> 01 </div>
<div><div class="upd-t" data-i18n data-ja="eval000とは" data-en="What Is eval000"> eval000とは </div>
<div class="upd-d" data-i18n data-ja="「評価そのものを、外側から評価する」というメタ評価の考え方を紹介します。" data-en="Introduces the meta-evaluation concept: evaluating the evaluation itself, from outside."> 「評価そのものを、外側から評価する」というメタ評価の考え方を紹介します。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 02 </div><div><div class="upd-t" data-i18n data-ja="課題提起 ／ 課題提起（詳細）" data-en="The Problem / The Problem (Detail)"> 課題提起 ／ 課題提起（詳細） </div>
<div class="upd-d" data-i18n data-ja="審査員を増やしても・ルーブリックを精緻化しても解決できない、評価の構造的な課題を整理します。" data-en="Lays out the structural problems in evaluation that persist no matter how many reviewers you add or how much you refine the rubric."> 審査員を増やしても・ルーブリックを精緻化しても解決できない、評価の構造的な課題を整理します。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 03 </div><div><div class="upd-t" data-i18n data-ja="SEGTという設計言語" data-en="The SEGT Design Language"> SEGTという設計言語 </div>
<div class="upd-d" data-i18n data-ja="標準評価生成理論（SEGT：Standard Evaluation Generation Theory）と、N・R・v*という中核概念を説明します。" data-en="Explains the Standard Evaluation Generation Theory (SEGT) and its core concepts: N, R, and v*."> 標準評価生成理論（SEGT：Standard Evaluation Generation Theory）と、N・R・v*という中核概念を説明します。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 04 </div><div><div class="upd-t" data-i18n data-ja="実証データ" data-en="Evidence"> 実証データ </div>
<div class="upd-d" data-i18n data-ja="20.8点のブレが0.2点差のv*に収束した実例と、実際のSEGT Monitor画面のスクリーンショットを掲載しています。" data-en="Features the case where a 20.8-point gap converged to a 0.2-point difference in v*, alongside screenshots of the actual SEGT Monitor console."> 20.8点のブレが0.2点差のv*に収束した実例と、実際のSEGT Monitor画面のスクリーンショットを掲載しています。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 05 </div><div><div class="upd-t" data-i18n data-ja="サービスラインアップ" data-en="Service Lineup"> サービスラインアップ </div>
<div class="upd-d" data-i18n data-ja="Essential・Platform・License・OSSという4つの提供形態と、選び方の目安を紹介します。" data-en="Introduces our four service tiers — Essential, Platform, License, and OSS — with guidance on choosing between them."> Essential・Platform・License・OSSという4つの提供形態と、選び方の目安を紹介します。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 06 </div><div><div class="upd-t" data-i18n data-ja="適用分野" data-en="Applicable Domains"> 適用分野 </div>
<div class="upd-d" data-i18n data-ja="コンテスト審査・人事評価・比較評価プラットフォームなど、5つの分野別の活用イメージを紹介します。" data-en="Shows how eval000 applies across five domains, from contest judging to HR evaluation to comparison-and-procurement platforms."> コンテスト審査・人事評価・比較評価プラットフォームなど、5つの分野別の活用イメージを紹介します。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 07 </div><div><div class="upd-t" data-i18n data-ja="料金・導入プロセス" data-en="Pricing &amp; Onboarding"> 料金・導入プロセス </div>
<div class="upd-d" data-i18n data-ja="Essentialの料金体系と、お問い合わせから導入までの流れを明示しています。" data-en="Lays out Essential's pricing and the process from initial contact through onboarding."> Essentialの料金体系と、お問い合わせから導入までの流れを明示しています。 </div>
</div></div><div class="upd-item"><div class="upd-num"> 08 </div><div><div class="upd-t" data-i18n data-ja="運営体制・会社概要" data-en="Company &amp; Team"> 運営体制・会社概要 </div>
<div class="upd-d" data-i18n data-ja="特許・学術的根拠と、里吉竜一氏・株式会社テンプロクシーによる共同運営体制をご紹介します。" data-en="Covers the patent and academic basis behind eval000, and the joint operating structure between Ryuichi Satoyoshi and TEN PROXY Co., Ltd."> 特許・学術的根拠と、里吉竜一氏・株式会社テンプロクシーによる共同運営体制をご紹介します。 </div>
</div></div></div></div></section><!-- 02 こんな方に --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 02 — <span data-i18n data-ja="こんな方におすすめです" data-en="Who This Is For">こんな方におすすめです</span></div>
<h2 data-i18n data-ja="導入検討の社内共有から、他ツールとの比較検討まで" data-en="From internal sharing to comparing us against other tools">導入検討の社内共有から、他ツールとの比較検討まで</h2><p data-i18n data-ja="Webサイトは情報を探しながら読む形式ですが、カタログPDFは1つのファイルとして手元に残り、社内共有や後からの読み返しに向いています。特に以下のような場面でご活用いただいています。" data-en="Our website is built for browsing, but a catalog PDF stays with you as a single file — easy to share internally or revisit later. It's especially useful in situations like these.">Webサイトは情報を探しながら読む形式ですが、カタログPDFは1つのファイルとして手元に残り、社内共有や後からの読み返しに向いています。特に以下のような場面でご活用いただいています。</p><div class="mini-grid rv"><div class="mini-card"><div class="mc-lbl"> CASE 01 </div>
<div class="mc-t" data-i18n data-ja="社内の意思決定者への説明資料として" data-en="Briefing materials for internal decision-makers"> 社内の意思決定者への説明資料として </div>
<div class="mc-d" data-i18n data-ja="導入を検討している担当者の方が、上長やチームにeval000を説明する際の1次資料としてお使いいただけます。" data-en="If you're the person evaluating eval000, use this as a first-pass document to explain it to your manager or team."> 導入を検討している担当者の方が、上長やチームにeval000を説明する際の1次資料としてお使いいただけます。 </div>
</div><div class="mini-card tl"><div class="mc-lbl"> CASE 02 </div><div class="mc-t" data-i18n data-ja="他の評価ツール・審査プラットフォームとの比較検討" data-en="Comparing against other evaluation tools or judging platforms"> 他の評価ツール・審査プラットフォームとの比較検討 </div>
<div class="mc-d" data-i18n data-ja="料金体系や適用分野が1枚で見渡せるため、複数サービスを並べて検討する際の比較資料としても向いています。" data-en="Because pricing and applicable domains are laid out on a single page, it's also well-suited as reference material when comparing multiple services side by side."> 料金体系や適用分野が1枚で見渡せるため、複数サービスを並べて検討する際の比較資料としても向いています。 </div>
</div></div></div></section><!-- 03 日本語版・英語版について --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 03 — <span data-i18n data-ja="日本語版・英語版について" data-en="About the Two Language Versions">日本語版・英語版について</span></div>
<h2 data-i18n data-ja="内容は同一。海外の関係者との共有にも" data-en="Same content, either language — ready to share internationally">内容は同一。海外の関係者との共有にも</h2><p data-i18n data-ja="日本語版・英語版は、構成・データ・図表とも同一内容です。海外拠点や海外の審査委員会・パートナー企業とeval000について共有する際は、英語版PDFをそのままご利用いただけます。" data-en="The Japanese and English versions share the same structure, data, and figures. When sharing eval000 with an overseas office, review committee, or partner company, the English PDF is ready to send as-is.">日本語版・英語版は、構成・データ・図表とも同一内容です。海外拠点や海外の審査委員会・パートナー企業とeval000について共有する際は、英語版PDFをそのままご利用いただけます。</p><div class="bi-grid rv"><div class="bi-chip"><div class="bc-flag"> JAPANESE </div>
<div class="bc-t"> 日本語版 </div><div class="bc-d" data-i18n data-ja="国内の審査運営者・人事担当者・調達担当者向け。用語や表現は、これまでのサイト・ブログの説明と統一しています。" data-en="Intended for review organizers, HR teams, and procurement teams in Japan. Terminology and phrasing are aligned with our site and blog."> 国内の審査運営者・人事担当者・調達担当者向け。用語や表現は、これまでのサイト・ブログの説明と統一しています。 </div>
</div><div class="bi-chip"><div class="bc-flag"> ENGLISH </div><div class="bc-t"> English Edition </div>
<div class="bc-d" data-i18n data-ja="海外の関係者・パートナー向け。SEGT・External Principle N・Evaluation Standard v*などの用語は英語表記に統一しています。" data-en="Intended for overseas stakeholders and partners. Terms such as SEGT, External Principle N, and Evaluation Standard v* are used consistently throughout."> 海外の関係者・パートナー向け。SEGT・External Principle N・Evaluation Standard v*などの用語は英語表記に統一しています。 </div>
</div></div><div class="cta-box rv"><div class="ct-tag" data-i18n data-ja="今すぐダウンロード" data-en="Download Now"> 今すぐダウンロード </div>
<h3 data-i18n data-ja="eval000カタログPDFを、無料でダウンロードいただけます" data-en="Download the eval000 catalog PDF, free of charge">eval000カタログPDFを、無料でダウンロードいただけます</h3><p data-i18n data-ja="ご不明点があれば、お気軽にお問い合わせください。" data-en="If you have any questions, please feel free to contact us.">ご不明点があれば、お気軽にお問い合わせください。</p><div class="btn-row"><a class="btn" href="https://www.eval000.ai/eval000_catalog2026_JA.pdf" target="_blank" rel="noopener"><span class="flag-mono">JA</span><span data-i18n data-ja="日本語版をダウンロード" data-en="Download Japanese PDF">日本語版をダウンロード</span></a><a class="btn" href="https://www.eval000.ai/eval000_catalog2026_EN.pdf" target="_blank" rel="noopener"><span class="flag-mono">EN</span><span data-i18n data-ja="英語版をダウンロード" data-en="Download English PDF">英語版をダウンロード</span></a><a class="btn ghost" href="https://www.eval000.ai/contact" data-i18n data-ja="お問い合わせ →" data-en="Contact Us →">お問い合わせ →</a></div>
</div><div class="author-box"><div class="author-avatar"> 乙 </div><div><div class="author-name"> 株式会社テンプロクシー（award-of）編集部 </div>
<div class="author-role"> eval000.ai / award-of.net </div><div class="author-bio" data-i18n data-ja="eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。" data-en="eval000 is a meta-evaluation AI platform operated under a joint operation agreement between patent holder Ryuichi Satoyoshi and TEN PROXY Co., Ltd. As the Japan official partner of Award Force (Australia, 50+ countries), we drive DX for contests, reviews, and awards."> eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。 </div>
</div></div></div></section><footer><div class="footer-l"><span class="footer-brand">eval000.ai</span><span>Catalog Release / award-of × 株式会社テンプロクシー</span></div>
<div class="footer-r"> 特許出願中（里吉 竜一氏） / © 2026 TEN PROXY Co., Ltd. / award-of. All rights reserved. </div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Mon, 10 Aug 2026 19:52:14 +0900</pubDate></item><item><title><![CDATA[グローバル審査設計の3要素]]></title><link>https://www.eval000.ai/blogs/post/GlobalReview</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/GlobalReview.png"/>国内のビジネスコンテストに構造的に不足する「グローバルで勝てるか」を判断する審査視点を、海外VC型・現地事業家型・グローバルCTO型という3つのSEGTペルソナで補う設計を、ロードマップとしてご紹介します。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_5gp4oWh6jkUMrk-g4t1zag" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>国内のビジネスコンテストに構造的に不足する「グローバルで勝てるか」を判断する審査視点を、海外VC型・現地事業家型・グローバルCTO型という3つのSEGTペルソナで補う設計を、ロードマップとしてご紹介します。</span></p></div>
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3rem;display:flex;justify-content:flex-end;align-items:center;"><div class="lang-toggle"><button class="lang-btn active" id="btn-ja" data-lang="ja">JPN</button><div class="lang-divider"></div>
<button class="lang-btn" id="btn-en" data-lang="en">EN</button></div></div><header class="news-header"><div class="news-grid"></div>
<div class="news-glow"></div><div class="con news-inner"><div class="news-tags"><span class="pill b" data-i18n data-ja="設計思想" data-en="Design Thinking">設計思想</span><span class="pill" data-i18n data-ja="グローバル審査設計" data-en="Global Review Design">グローバル審査設計</span><span class="date">2026年8月8日</span></div>
<div class="date-chip rv"><div class="dot"></div><span data-i18n data-ja="現在ロードマップとして検討中の内容です" data-en="Currently under development — this is a roadmap item, not a shipped feature">現在ロードマップとして検討中の内容です</span></div>
<h1 class="news-title"><span data-i18n data-ja="国内のビジネスコンテストには、決定的に足りていない審査視点がある。" data-en="Japan's business-plan contests are missing a critical judging perspective.">国内のビジネスコンテストには、決定的に足りていない審査視点がある。</span><br><span class="accent" data-i18n data-ja="グローバル審査設計の3要素 ── SEGTペルソナで「いないなら、埋める」" data-en="The three elements of global review design — filling the gap with SEGT personas">グローバル審査設計の3要素 ── SEGTペルソナで「いないなら、埋める」</span></h1><p class="news-lead" data-i18n data-ja="国内のビジネスコンテストやアワードでは、「グローバル市場で勝てるか」を的確に判断できる審査員が構造的に不足しています。海外投資家の目線を持つVC、現地事情に通じた事業家、国際水準の技術審査ができるCTO──いずれも1回のコンテストのために確保するのは容易ではありません。eval000ではこの構造的な不足を、SEGTペルソナという設計で埋めるアプローチを検討しています。本記事では、現在ロードマップとして進めている「グローバル審査設計の3要素」の考え方を紹介します。" data-en="Japanese business-plan contests and awards face a structural shortage of judges who can accurately assess whether a venture can win in global markets. A VC with an international investor's eye, a founder who knows the realities of the target market on the ground, a CTO who can judge technical feasibility by international standards — none of these are easy to secure for a single competition. At eval000, we're exploring how to close this structural gap through SEGT persona design. This post introduces the thinking behind &quot;the three elements of global review design,&quot; currently on our roadmap.">国内のビジネスコンテストやアワードでは、「グローバル市場で勝てるか」を的確に判断できる審査員が構造的に不足しています。海外投資家の目線を持つVC、現地事情に通じた事業家、国際水準の技術審査ができるCTO──いずれも1回のコンテストのために確保するのは容易ではありません。eval000ではこの構造的な不足を、SEGTペルソナという設計で埋めるアプローチを検討しています。本記事では、現在ロードマップとして進めている「グローバル審査設計の3要素」の考え方を紹介します。</p><div class="role-strip rv"><div class="role-item"><div class="role-num"> 01 </div>
<div class="role-name" data-i18n data-ja="海外VC型" data-en="Global VC"> 海外VC型 </div>
<div class="role-tag" data-i18n data-ja="グローバル市場・投資家視点" data-en="Global market / investor lens"> グローバル市場・投資家視点 </div>
</div><div class="role-item"><div class="role-num"> 02 </div><div class="role-name" data-i18n data-ja="現地事業家型" data-en="Local Founder"> 現地事業家型 </div>
<div class="role-tag" data-i18n data-ja="現地市場・商習慣" data-en="Local market / business practices"> 現地市場・商習慣 </div>
</div><div class="role-item"><div class="role-num"> 03 </div><div class="role-name" data-i18n data-ja="グローバルCTO型" data-en="Global CTO"> グローバルCTO型 </div>
<div class="role-tag" data-i18n data-ja="国際水準・技術実現性" data-en="International standards / feasibility"> 国際水準・技術実現性 </div>
</div></div></div></header><!-- 01 課題提起 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 01 — <span data-i18n data-ja="課題提起" data-en="The Problem">課題提起</span></div>
<h2 data-i18n data-ja="「グローバルで勝てるか」を判断できる審査員は、国内に十分いない" data-en="There aren't enough judges in Japan who can assess whether a venture can win globally">「グローバルで勝てるか」を判断できる審査員は、国内に十分いない</h2><p data-i18n data-ja="国内のビジネスコンテストの審査員構成を見ると、大手メーカーの事業開発担当者、地域金融機関の担当者、行政系支援機関の審査委員など、「国内での事業性」を的確に判断できる方々が中心になっています。一方で、「海外市場でどこまでスケールできるか」を投資家の目線で判断できる審査員は、多くの場合、審査員構成に含まれていません。" data-en="Judging panels at Japanese business-plan contests are usually built around people who are well positioned to assess viability inside Japan — corporate business-development leads, regional financial-institution staff, public-sector program reviewers. What's typically missing is a judge who can assess, with an investor's eye, how far a venture could scale in overseas markets.">国内のビジネスコンテストの審査員構成を見ると、大手メーカーの事業開発担当者、地域金融機関の担当者、行政系支援機関の審査委員など、「国内での事業性」を的確に判断できる方々が中心になっています。一方で、「海外市場でどこまでスケールできるか」を投資家の目線で判断できる審査員は、多くの場合、審査員構成に含まれていません。</p><p data-i18n data-ja="これは審査員個人の能力の問題ではなく、構造的な制約です。海外投資家としての実務経験を持ち、かつ1回のコンテストのために稼働できる人材は、国内では絶対数が少なく、コストも高くなります。結果として、「グローバル市場で競争力のある事業」を審査目的（外生の原理N）に掲げていても、それを判断できる視点が審査員構成に組み込まれていない、というギャップが生じます。" data-en="This isn't a shortcoming of any individual judge — it's a structural resourcing problem. People with real overseas-investor experience who are also available for a single competition are scarce in Japan, and expensive to secure. The result: even when a contest sets &quot;a venture that's competitive in global markets&quot; as its External Principle N, the panel often lacks the perspective needed to actually judge that.">これは審査員個人の能力の問題ではなく、構造的な制約です。海外投資家としての実務経験を持ち、かつ1回のコンテストのために稼働できる人材は、国内では絶対数が少なく、コストも高くなります。結果として、「グローバル市場で競争力のある事業」を審査目的（外生の原理N）に掲げていても、それを判断できる視点が審査員構成に組み込まれていない、というギャップが生じます。</p><div class="gap-compare rv"><div class="gap-col"><div class="gap-col-t" data-i18n data-ja="国内審査でよく見る視点" data-en="Common domestic panel perspectives"> 国内審査でよく見る視点 </div>
<ul class="gap-list"><li data-i18n data-ja="実務派<span class='g-sub'>実績・数値根拠を重視</span>" data-en="The Pragmatist<span class='g-sub'>Weighs track record and hard numbers</span>">実務派<span class="g-sub">実績・数値根拠を重視</span></li><li data-i18n data-ja="革新派<span class='g-sub'>新規性・独創性を重視</span>" data-en="The Innovator<span class='g-sub'>Weighs novelty and originality</span>">革新派<span class="g-sub">新規性・独創性を重視</span></li><li data-i18n data-ja="バランス派<span class='g-sub'>全評価軸を均等に重視</span>" data-en="The Balancer<span class='g-sub'>Weighs every axis equally</span>">バランス派<span class="g-sub">全評価軸を均等に重視</span></li></ul><div class="gap-note" data-i18n data-ja="※前回記事で紹介した3ペルソナ。いずれも「国内での事業性」を軸にした視点です。" data-en="※ The three personas from our previous post. All three evaluate through the lens of viability inside Japan."> ※前回記事で紹介した3ペルソナ。いずれも「国内での事業性」を軸にした視点です。 </div>
</div><div class="gap-col hi"><div class="gap-col-t" data-i18n data-ja="グローバル審査に必要な視点" data-en="Perspectives a global review needs"> グローバル審査に必要な視点 </div>
<ul class="gap-list"><li data-i18n data-ja="海外VC型<span class='g-sub'>グローバル市場・投資家視点</span>" data-en="Global VC<span class='g-sub'>Global market / investor lens</span>">海外VC型<span class="g-sub">グローバル市場・投資家視点</span></li><li data-i18n data-ja="現地事業家型<span class='g-sub'>現地市場・商習慣</span>" data-en="Local Founder<span class='g-sub'>Local market / business practices</span>">現地事業家型<span class="g-sub">現地市場・商習慣</span></li><li data-i18n data-ja="グローバルCTO型<span class='g-sub'>国際水準・技術実現性</span>" data-en="Global CTO<span class='g-sub'>International standards / feasibility</span>">グローバルCTO型<span class="g-sub">国際水準・技術実現性</span></li></ul><div class="gap-note" data-i18n data-ja="「海外で勝てるか」を判断する軸が、ここに追加されます。" data-en="This adds the axis needed to judge whether a venture can win overseas."> 「海外で勝てるか」を判断する軸が、ここに追加されます。 </div>
</div></div><p data-i18n data-ja="N（外生の原理）を「グローバル市場で競争力のある事業」と定義する以上、この軸を審査員構成に組み込むことが設計上の前提になります。eval000ではこの軸を、SEGTペルソナという形で審査プロセスに実装することを検討しています。" data-en="Once External Principle N is defined as &quot;a venture that's competitive in global markets,&quot; building this axis into the panel's composition becomes a design prerequisite. eval000 is exploring how to implement that axis in the review process through SEGT personas.">N（外生の原理）を「グローバル市場で競争力のある事業」と定義する以上、この軸を審査員構成に組み込むことが設計上の前提になります。eval000ではこの軸を、SEGTペルソナという形で審査プロセスに実装することを検討しています。</p></div>
</section><!-- 02 3要素 --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 02 — <span data-i18n data-ja="グローバル審査設計の3要素" data-en="The Three Elements">グローバル審査設計の3要素</span></div>
<h2 data-i18n data-ja="3つのアーキタイプで、欠けている視点を審査プロセスに埋め込む" data-en="Three archetypes that build the missing perspective into the review process">3つのアーキタイプで、欠けている視点を審査プロセスに埋め込む</h2><p data-i18n data-ja="グローバル視点を持つ審査員を毎回確保するのが難しいのであれば、その視点をペルソナとして設計し、審査プロセスに組み込むという発想がSEGTペルソナのアプローチです。現在検討している構成は、次の3つのアーキタイプです。" data-en="If it's hard to secure a judge with a global perspective for every competition, one answer is to design that perspective as a persona and build it into the review process. That's the approach behind SEGT personas. The composition currently under consideration is the following three archetypes.">グローバル視点を持つ審査員を毎回確保するのが難しいのであれば、その視点をペルソナとして設計し、審査プロセスに組み込むという発想がSEGTペルソナのアプローチです。現在検討している構成は、次の3つのアーキタイプです。</p><div class="arche-grid rv"><div class="arche-card"><div class="arche-head"><span class="arche-numlbl">01</span><span class="arche-name" data-i18n data-ja="海外VC型" data-en="Global VC">海外VC型</span></div>
<div class="arche-fill" data-i18n data-ja="埋める視点：グローバル市場での投資判断・スケーラビリティ" data-en="Fills: global market investment judgment &amp; scalability"> 埋める視点：グローバル市場での投資判断・スケーラビリティ </div>
<div class="arche-quote" data-i18n data-ja="「この事業は、海外の同業と比べてどこに競争優位があるのか？」" data-en="&quot;Where does this venture have a competitive edge against overseas peers?&quot;"> 「この事業は、海外の同業と比べてどこに競争優位があるのか？」 </div>
<div class="arche-why" data-i18n data-ja="海外の投資市場・競合環境を踏まえたスケール可能性の判断は、国内審査員だけでは構造的に抜けやすい視点です。" data-en="Judging scalability against overseas capital markets and competitors is an axis that's structurally easy to miss with a domestic-only panel."> 海外の投資市場・競合環境を踏まえたスケール可能性の判断は、国内審査員だけでは構造的に抜けやすい視点です。 </div>
</div><div class="arche-card tl"><div class="arche-head"><span class="arche-numlbl">02</span><span class="arche-name" data-i18n data-ja="現地事業家型" data-en="Local Founder">現地事業家型</span></div>
<div class="arche-fill" data-i18n data-ja="埋める視点：現地市場の商習慣・実行可能性" data-en="Fills: local market practices &amp; execution feasibility"> 埋める視点：現地市場の商習慣・実行可能性 </div>
<div class="arche-quote" data-i18n data-ja="「その国で、実際にこのビジネスは受け入れられるのか？」" data-en="&quot;Would this business actually be accepted in that country?&quot;"> 「その国で、実際にこのビジネスは受け入れられるのか？」 </div>
<div class="arche-why" data-i18n data-ja="制度・文化・商習慣といった現地特有の実行リスクは、国内での実績データだけでは見えてきません。" data-en="Local execution risks — regulation, culture, business customs — don't show up in domestic track-record data alone."> 制度・文化・商習慣といった現地特有の実行リスクは、国内での実績データだけでは見えてきません。 </div>
</div><div class="arche-card am"><div class="arche-head"><span class="arche-numlbl">03</span><span class="arche-name" data-i18n data-ja="グローバルCTO型" data-en="Global CTO">グローバルCTO型</span></div>
<div class="arche-fill" data-i18n data-ja="埋める視点：国際水準での技術的実現可能性" data-en="Fills: technical feasibility by international standards"> 埋める視点：国際水準での技術的実現可能性 </div>
<div class="arche-quote" data-i18n data-ja="「この技術は、グローバル水準の実装・運用に耐えられるのか？」" data-en="&quot;Can this technology hold up to global-standard implementation and operation?&quot;"> 「この技術は、グローバル水準の実装・運用に耐えられるのか？」 </div>
<div class="arche-why" data-i18n data-ja="セキュリティ・規制・スケール時の技術要件は、地域によって基準が大きく異なります。" data-en="Security, regulatory, and at-scale technical requirements vary widely from region to region."> セキュリティ・規制・スケール時の技術要件は、地域によって基準が大きく異なります。 </div>
</div></div><p data-i18n data-ja="これらは、外生の原理Nが「グローバル市場で競争力のある事業」と定義されているときに、SEGTの収束計算に加わる評価軸です。ペルソナ構成が変われば、収束計算が導くV*（標準評価）の収束点も当然変わります──前回の記事で見た通り、収束計算そのものよりも、その計算が拠って立つ評価者集団をどう設計するかが問われるということです。" data-en="These are the axes that join the SEGT convergence calculation when External Principle N is defined as &quot;a venture that's competitive in global markets.&quot; Change the panel's composition, and the V* the convergence calculation lands on naturally changes too — as our previous post showed, what matters isn't just the convergence math itself, but how the evaluator group behind it is designed.">これらは、外生の原理Nが「グローバル市場で競争力のある事業」と定義されているときに、SEGTの収束計算に加わる評価軸です。ペルソナ構成が変われば、収束計算が導くV*（標準評価）の収束点も当然変わります──前回の記事で見た通り、収束計算そのものよりも、その計算が拠って立つ評価者集団をどう設計するかが問われるということです。</p></div>
</section><!-- 03 位置づけの明確化 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 03 — <span data-i18n data-ja="位置づけの明確化" data-en="Scope">位置づけの明確化</span></div>
<h2 data-i18n data-ja="「代替」ではなく「補完」──最終判断は人間審査委員長が行う" data-en="Not a replacement — a complement. The human review chair still makes the final call">「代替」ではなく「補完」──最終判断は人間審査委員長が行う</h2><p data-i18n data-ja="誤解のないように明確にしておきたいのは、SEGTペルソナは実在の海外VCの目利きそのものではないということです。海外投資家としての実務経験や人脈、現地の生々しい情報は、AIペルソナが完全に代替できるものではありません。SEGTペルソナが担うのは、審査員構成に構造的に欠けている視点を、設計として審査プロセスに組み込むことです。" data-en="To be clear: a SEGT persona is not a substitute for the judgment of a real overseas VC. The hands-on experience, network, and on-the-ground information that a real international investor brings can't be fully replaced by an AI persona. What a SEGT persona does is build a structurally missing perspective into the review process by design.">誤解のないように明確にしておきたいのは、SEGTペルソナは実在の海外VCの目利きそのものではないということです。海外投資家としての実務経験や人脈、現地の生々しい情報は、AIペルソナが完全に代替できるものではありません。SEGTペルソナが担うのは、審査員構成に構造的に欠けている視点を、設計として審査プロセスに組み込むことです。</p><p data-i18n data-ja="この位置づけは、<a href='https://www.eval000.ai/blogs/post/Lv4' target='_blank' rel='noopener'>「評価の自動運転は、いま何合目か」ブログ記事</a>でご紹介したSAE J3016準拠の自動化レベル定義に当てはめると、eval000 Essentialが担うLv4の範囲内にあります。人間がN（外生の原理）とルーブリックを設計し、eval000が一次評価から収束計算までを自動完結し、人間が収束結果を最終確認する──グローバル審査においても、この構造は変わりません。" data-en="Mapped onto the SAE J3016-based automation levels we introduced in our blog post <a href='https://www.eval000.ai/blogs/post/Lv4' target='_blank' rel='noopener'>&quot;How Far Has Evaluation's Self-Driving Come?&quot;</a>, this sits within the Lv4 scope that eval000 Essential covers: a human designs External Principle N and the rubric, eval000 completes the first-pass evaluation through convergence on its own, and a human makes the final check on the converged result. That structure doesn't change for global review either.">この位置づけは、<a href="https://www.eval000.ai/blogs/post/Lv4" target="_blank" rel="noopener">「評価の自動運転は、いま何合目か」ブログ記事</a>でご紹介したSAE J3016準拠の自動化レベル定義に当てはめると、eval000 Essentialが担うLv4の範囲内にあります。人間がN（外生の原理）とルーブリックを設計し、eval000が一次評価から収束計算までを自動完結し、人間が収束結果を最終確認する──グローバル審査においても、この構造は変わりません。</p><div class="note-box rv"><div class="nb-lbl" data-i18n data-ja="補足" data-en="A note on scope"> 補足 </div>
<p data-i18n data-ja="3つのペルソナを追加するのは、あくまで同一の審査チーム（評価者集団）の構成を広げることです。異なる国の審査委員会同士が同じ標準評価に収束するかどうかは別の実証研究テーマであり、今回の3要素とは区別して扱っています。" data-en="Adding these three personas simply broadens the composition of a single review team (one evaluator group). Whether judging committees in different countries converge on the same standard evaluation is a separate research question, and we're treating it as distinct from these three elements.">3つのペルソナを追加するのは、あくまで同一の審査チーム（評価者集団）の構成を広げることです。異なる国の審査委員会同士が同じ標準評価に収束するかどうかは別の実証研究テーマであり、今回の3要素とは区別して扱っています。</p></div>
</div></section><!-- 04 今後の展望 --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 04 — <span data-i18n data-ja="今後の展望" data-en="What's Next">今後の展望</span></div>
<h2 data-i18n data-ja="現在ロードマップとして取り組んでいること" data-en="What's currently on our roadmap">現在ロードマップとして取り組んでいること</h2><div class="road-list rv"><div class="road-item"><div class="road-num"> 01 </div>
<div><div class="road-t" data-i18n data-ja="グローバル展開型ペルソナライブラリの具体化" data-en="Building out the global persona library"> グローバル展開型ペルソナライブラリの具体化 </div>
<div class="road-d" data-i18n data-ja="海外VC型・現地事業家型・グローバルCTO型それぞれの評価軸・口調をより精緻に設計します。" data-en="Refining the evaluation axes and voice of the Global VC, Local Founder, and Global CTO archetypes."> 海外VC型・現地事業家型・グローバルCTO型それぞれの評価軸・口調をより精緻に設計します。 </div>
</div></div><div class="road-item"><div class="road-num"> 02 </div><div><div class="road-t" data-i18n data-ja="国際展開コンテスト向けN記述テンプレートの開発" data-en="Developing an N template for internationally-facing contests"> 国際展開コンテスト向けN記述テンプレートの開発 </div>
<div class="road-d" data-i18n data-ja="「グローバル市場で競争力のある事業」を審査目的として明文化するための雛形を整備します。" data-en="Preparing a template for writing &quot;a venture that's competitive in global markets&quot; as an explicit review purpose."> 「グローバル市場で競争力のある事業」を審査目的として明文化するための雛形を整備します。 </div>
</div></div><div class="road-item future"><div class="road-num"> 03 </div><div><div class="road-t" data-i18n data-ja="異なる評価者集団との収束性の検証（長期的な研究テーマ）" data-en="Validating convergence across different evaluator groups (a longer-term research topic)"> 異なる評価者集団との収束性の検証（長期的な研究テーマ） </div>
<div class="road-d" data-i18n data-ja="現地審査員などの異なる評価者集団と連携する際に、標準評価がどこまで近づくかは、今回の3要素とは別の研究テーマとして検証を進めます。" data-en="How closely standard evaluations align when working alongside a different evaluator group, such as local judges, is being validated as a separate research topic from these three elements."> 現地審査員などの異なる評価者集団と連携する際に、標準評価がどこまで近づくかは、今回の3要素とは別の研究テーマとして検証を進めます。 </div>
</div></div></div><div class="cta-box rv"><div class="ct-tag" data-i18n data-ja="グローバル対応ロードマップ・ご相談受付中" data-en="Global Roadmap — Consultations Open"> グローバル対応ロードマップ・ご相談受付中 </div>
<h3 data-i18n data-ja="国際展開を見据えたコンテスト・アワードのご担当者様へ" data-en="For organizers planning internationally-facing contests and awards">国際展開を見据えたコンテスト・アワードのご担当者様へ</h3><p data-i18n data-ja="グローバル審査設計は現在ロードマップとして検討を進めています。貴社の審査ニーズをお聞かせいただければ、設計に反映させていただきます。" data-en="Global review design is currently on our roadmap. Tell us about your review needs, and we'll factor them into the design.">グローバル審査設計は現在ロードマップとして検討を進めています。貴社の審査ニーズをお聞かせいただければ、設計に反映させていただきます。</p><a class="btn" href="https://www.eval000.ai/contact" data-i18n data-ja="お問い合わせ" data-en="Contact Us">お問い合わせ</a></div>
<div class="author-box"><div class="author-avatar"> 乙 </div><div><div class="author-name"> 株式会社テンプロクシー（award-of）編集部 </div>
<div class="author-role"> eval000.ai / award-of.net </div><div class="author-bio" data-i18n data-ja="eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。" data-en="eval000 is a meta-evaluation AI platform operated under a joint operation agreement between patent holder Ryuichi Satoyoshi and TEN PROXY Co., Ltd. As the Japan official partner of Award Force (Australia, 50+ countries), we drive DX for contests, reviews, and awards."> eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。 </div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Mon, 10 Aug 2026 17:43:45 +0900</pubDate></item><item><title><![CDATA[SEGT標準評価の事例]]></title><link>https://www.eval000.ai/blogs/post/casestudy</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/casestudy.png"/>同じ審査員・同じ基準でも生成AIの評価は最大20.8点ブレる——8月5日の体験セミナー・ライブデモの実データをもとに、SEGT収束計算がそのブレを単一の標準評価V*にまとめた実例を解説します。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_DLbovp84W8jX-RiVY2ZdeA" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>同じ審査員・同じ基準でも生成AIの評価は最大20.8点ブレる——8月5日の体験セミナー・ライブデモの実データをもとに、SEGT収束計算がそのブレを単一の標準評価V*にまとめた実例を解説します。</span></p></div>
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<button class="lang-btn" id="btn-en" data-lang="en">EN</button></div></div><header class="news-header"><div class="news-grid"></div>
<div class="news-glow"></div><div class="con news-inner"><div class="news-tags"><span class="pill b" data-i18n data-ja="ケーススタディ" data-en="Case Study">ケーススタディ</span><span class="pill" data-i18n data-ja="SEGT収束" data-en="SEGT Convergence">SEGT収束</span><span class="date">2026年8月8日</span></div>
<div class="date-chip rv"><div class="dot"></div><span data-i18n data-ja="2026年8月5日 体験セミナー・ライブデモより" data-en="From the live demo at the Aug 5, 2026 seminar">2026年8月5日 体験セミナー・ライブデモより</span></div>
<h1 class="news-title"><span data-i18n data-ja="同じ審査員・同じ基準で採点しても、生成AIの評価は20.8点ブレる。" data-en="Same judges, same criteria — yet generative-AI scores can drift by 20.8 points.">同じ審査員・同じ基準で採点しても、生成AIの評価は20.8点ブレる。</span><br><span class="accent" data-i18n data-ja="eval000のSEGT収束計算が、そのブレを1つの標準評価にまとめた実例。" data-en="Here's a real example of eval000's SEGT convergence turning that drift into a single standard evaluation.">eval000のSEGT収束計算が、そのブレを1つの標準評価にまとめた実例。</span></h1><p class="news-lead" data-i18n data-ja="2026年8月5日開催のeval000体験セミナー・ライブデモでは、同じ事業計画・同じ評価ルーブリック・同じ外生の原理Nのもとで、3種類のAIペルソナ審査員に採点してもらいました。結果は最大20.8点のブレ。ここにSEGT（標準評価生成理論）の収束計算を適用したところ、ブレは単一の標準評価値 V* に収束しました。本記事ではこのライブデモの実データをもとに、生成AIの評価がなぜバラつくのか、SEGTがそのブレをどう解消するのかを解説します。" data-en="At the eval000 hands-on seminar held on August 5, 2026, three different AI persona judges scored the same business plan under the same evaluation rubric and the same External Principle N. The result: a gap of up to 20.8 points between judges. Applying eval000's SEGT (Standard Evaluation Generation Theory) convergence calculation collapsed that gap into a single standard evaluation value, V*. Using the real data from this live demo, this post explains why generative-AI evaluation varies so much — and how SEGT resolves that variance.">2026年8月5日開催のeval000体験セミナー・ライブデモでは、同じ事業計画・同じ評価ルーブリック・同じ外生の原理Nのもとで、3種類のAIペルソナ審査員に採点してもらいました。結果は最大20.8点のブレ。ここにSEGT（標準評価生成理論）の収束計算を適用したところ、ブレは単一の標準評価値 V* に収束しました。本記事ではこのライブデモの実データをもとに、生成AIの評価がなぜバラつくのか、SEGTがそのブレをどう解消するのかを解説します。</p><div class="metric-strip rv"><div class="metric-item"><div class="metric-num"> 20.8<span style="font-size:0.8rem;">点</span></div>
<div class="metric-lbl" data-i18n data-ja="3ペルソナ間の評価差<br>（越中八尾プラン）" data-en="Gap between 3 AI judges<br>(Ecchu-Yao plan)"> 3ペルソナ間の評価差 <br> （越中八尾プラン） </div>
</div><div class="metric-item"><div class="metric-num"> 80.3<span style="font-size:0.8rem;">点</span></div>
<div class="metric-lbl" data-i18n data-ja="SEGT収束後の<br>標準評価 V*" data-en="Standard evaluation V*<br>after SEGT convergence"> SEGT収束後の <br> 標準評価 V* </div>
</div><div class="metric-item"><div class="metric-num"> 0.2<span style="font-size:0.8rem;">点</span></div>
<div class="metric-lbl" data-i18n data-ja="2つの事業計画の<br>V*同士の差" data-en="Gap between the two<br>plans' V* values"> 2つの事業計画の <br> V*同士の差 </div>
</div></div></div></header><!-- 01 ライブデモの実データ --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 01 — <span data-i18n data-ja="ライブデモの実データ" data-en="Live Demo Data">ライブデモの実データ</span></div>
<h2 data-i18n data-ja="同じ審査員・同じ基準で採点しても、スコアは大きくバラつく" data-en="Same judges, same criteria — yet the scores vary widely">同じ審査員・同じ基準で採点しても、スコアは大きくバラつく</h2><p data-i18n data-ja="今回のデモでは、地域活性化に関する2つの事業計画（「<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>越中八尾</a>」「<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>」）を対象に、外生の原理N（審査の目的）と<a href='https://www.award-of.net/files/rubric4bizBG.html' target='_blank' rel='noopener'>Evaluation Rubric（BGルーブリック・4軸）</a>を固定したまま、3種類のAIペルソナ審査員に評価してもらいました。" data-en="The demo evaluated two regional-revitalization business plans (&quot;<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>Ecchu-Yao</a>&quot; and &quot;<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>&quot;). External Principle N (the review's purpose) and the <a href='https://www.award-of.net/files/rubric4bizBG.html' target='_blank' rel='noopener'>Evaluation Rubric (the 4-axis &quot;BG&quot; rubric)</a> were held fixed, while three different AI persona judges scored each plan.">今回のデモでは、地域活性化に関する2つの事業計画（「<a href="https://www.award-of.net/Yatsuo_2026PoC_v4_1.html" target="_blank" rel="noopener">越中八尾</a>」「<a href="https://ecobottle-campus--xp34hiw.gamma.site/" target="_blank" rel="noopener">EcoBottle</a>」）を対象に、外生の原理N（審査の目的）と<a href="https://www.award-of.net/files/rubric4bizBG.html" target="_blank" rel="noopener">Evaluation Rubric（BGルーブリック・4軸）</a>を固定したまま、3種類のAIペルソナ審査員に評価してもらいました。</p><div class="persona-grid rv"><div class="persona-card"><div class="pc-role" data-i18n data-ja="ペルソナ 1" data-en="PERSONA 1"> ペルソナ 1 </div>
<div class="pc-name" data-i18n data-ja="革新派（新興スタートアップ投資家）" data-en="The Innovator (early-stage VC)"> 革新派（新興スタートアップ投資家） </div>
<div class="pc-d" data-i18n data-ja="新規性・独創性・先駆性を最重視。「これは世界初か？」が口癖。" data-en="Prioritizes novelty and originality above all. Signature question: &quot;Is this a world first?&quot;"> 新規性・独創性・先駆性を最重視。「これは世界初か？」が口癖。 </div>
</div><div class="persona-card"><div class="pc-role" data-i18n data-ja="ペルソナ 2" data-en="PERSONA 2"> ペルソナ 2 </div>
<div class="pc-name" data-i18n data-ja="実務派（大手メーカー事業開発部長）" data-en="The Pragmatist (corporate biz-dev lead)"> 実務派（大手メーカー事業開発部長） </div>
<div class="pc-d" data-i18n data-ja="実績・数値根拠・実行可能性を最重視。「根拠データはあるか？」が口癖。" data-en="Prioritizes track record and hard numbers. Signature question: &quot;Where's the supporting data?&quot;"> 実績・数値根拠・実行可能性を最重視。「根拠データはあるか？」が口癖。 </div>
</div><div class="persona-card"><div class="pc-role" data-i18n data-ja="ペルソナ 3" data-en="PERSONA 3"> ペルソナ 3 </div>
<div class="pc-name" data-i18n data-ja="バランス派（行政系支援機関の審査委員）" data-en="The Balancer (public-sector reviewer)"> バランス派（行政系支援機関の審査委員） </div>
<div class="pc-d" data-i18n data-ja="全評価軸を均等に重視。偏りを嫌い公正さを優先。「総合的に見ると」が口癖。" data-en="Weighs every axis equally, favoring fairness over emphasis. Signature phrase: &quot;Looking at this holistically...&quot;"> 全評価軸を均等に重視。偏りを嫌い公正さを優先。「総合的に見ると」が口癖。 </div>
</div></div><table class="score-table rv"><caption data-i18n data-ja="プランA「<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>越中八尾</a>」／<a href='https://www.award-of.net/files/rubric4bizBG.html' target='_blank' rel='noopener'>BGルーブリック</a>・実値" data-en="Plan A &quot;<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>Ecchu-Yao</a>&quot; / <a href='https://www.award-of.net/files/rubric4bizBG.html' target='_blank' rel='noopener'>BG Rubric</a>, actual scores"> プランA「<a href="https://www.award-of.net/Yatsuo_2026PoC_v4_1.html" target="_blank" rel="noopener">越中八尾</a>」／<a href="https://www.award-of.net/files/rubric4bizBG.html" target="_blank" rel="noopener">BGルーブリック</a>・実値 </caption><thead><tr><th data-i18n data-ja="評価軸" data-en="Axis">評価軸</th><th data-i18n data-ja="実務派" data-en="Pragmatist">実務派</th><th data-i18n data-ja="革新派" data-en="Innovator">革新派</th><th data-i18n data-ja="バランス派" data-en="Balancer">バランス派</th><th data-i18n data-ja="平均" data-en="Average">平均</th></tr></thead><tbody><tr><td class="axis" data-i18n data-ja="バリューイノベーション (30%)" data-en="Value Innovation (30%)">バリューイノベーション (30%)</td><td class="num">60.0</td><td class="num">90.0</td><td class="num">83.3</td><td class="num">77.8</td></tr><tr><td class="axis" data-i18n data-ja="市場の可能性 (20%)" data-en="Market Potential (20%)">市場の可能性 (20%)</td><td class="num">70.0</td><td class="num">85.0</td><td class="num">80.0</td><td class="num">78.3</td></tr><tr><td class="axis" data-i18n data-ja="商業的実行可能性 (25%)" data-en="Commercial Feasibility (25%)">商業的実行可能性 (25%)</td><td class="num">65.0</td><td class="num">88.0</td><td class="num">84.0</td><td class="num">79.0</td></tr><tr><td class="axis" data-i18n data-ja="技術的実現可能性 (25%)" data-en="Technical Feasibility (25%)">技術的実現可能性 (25%)</td><td class="num">80.0</td><td class="num">92.0</td><td class="num">88.0</td><td class="num">86.7</td></tr><tr class="total"><td class="axis" data-i18n data-ja="加重合計" data-en="Weighted Total">加重合計</td><td class="num">68.2</td><td class="num">89.0</td><td class="num">84.0</td><td class="num">80.4</td></tr></tbody></table><p data-i18n data-ja="加重合計は実務派68.2点、バランス派84.0点、革新派89.0点。同じ計画・同じ基準にもかかわらず、審査員の視点によって20.8点もの差が生まれました。3者を単純に平均すると80.4点になりますが、これは「多数決」であり「標準化」ではありません。" data-en="The weighted totals were 68.2 (Pragmatist), 84.0 (Balancer), and 89.0 (Innovator) — a 20.8-point gap for the same plan under the same criteria, driven purely by each judge's perspective. A simple average of the three comes to 80.4, but that's a majority vote, not a standard.">加重合計は実務派68.2点、バランス派84.0点、革新派89.0点。同じ計画・同じ基準にもかかわらず、審査員の視点によって20.8点もの差が生まれました。3者を単純に平均すると80.4点になりますが、これは「多数決」であり「標準化」ではありません。</p><div class="converge-wrap rv"><div class="converge-before"><div class="cb-title" data-i18n data-ja="収束前（<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>越中八尾</a>／3ペルソナの加重合計）" data-en="Before convergence (<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>Ecchu-Yao</a> / weighted totals)"> 収束前（<a href="https://www.award-of.net/Yatsuo_2026PoC_v4_1.html" target="_blank" rel="noopener">越中八尾</a>／3ペルソナの加重合計） </div>
<div class="cb-row"><span data-i18n data-ja="実務派" data-en="Pragmatist">実務派</span><span class="cb-num">68.2</span></div>
<div class="cb-row"><span data-i18n data-ja="バランス派" data-en="Balancer">バランス派</span><span class="cb-num">84.0</span></div>
<div class="cb-row"><span data-i18n data-ja="革新派" data-en="Innovator">革新派</span><span class="cb-num">89.0</span></div>
<div class="cb-gap" data-i18n data-ja="差 20.8点" data-en="Gap: 20.8 pts"> 差 20.8点 </div>
</div><div class="converge-arrow"> → </div><div class="converge-after"><div class="ca-lbl" data-i18n data-ja="SEGT収束後" data-en="After SEGT convergence"> SEGT収束後 </div>
<div class="ca-num"> 80.3<span style="font-size:1rem;">点</span></div><div class="ca-sub" data-i18n data-ja="標準評価 V*（<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>越中八尾</a>）" data-en="Standard evaluation V* (<a href='https://www.award-of.net/Yatsuo_2026PoC_v4_1.html' target='_blank' rel='noopener'>Ecchu-Yao</a>)"> 標準評価 V*（<a href="https://www.award-of.net/Yatsuo_2026PoC_v4_1.html" target="_blank" rel="noopener">越中八尾</a>） </div>
</div></div><table class="score-table rv"><caption data-i18n data-ja="プランB「<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>」／<a href='https://www.award-of.net/files/rubric4bizBG.html' target='_blank' rel='noopener'>BGルーブリック</a>・実値" data-en="Plan B &quot;<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>&quot; / <a href='https://www.award-of.net/files/rubric4bizBG.html' target='_blank' rel='noopener'>BG Rubric</a>, actual scores"> プランB「<a href="https://ecobottle-campus--xp34hiw.gamma.site/" target="_blank" rel="noopener">EcoBottle</a>」／<a href="https://www.award-of.net/files/rubric4bizBG.html" target="_blank" rel="noopener">BGルーブリック</a>・実値 </caption><thead><tr><th data-i18n data-ja="評価軸" data-en="Axis">評価軸</th><th data-i18n data-ja="実務派" data-en="Pragmatist">実務派</th><th data-i18n data-ja="革新派" data-en="Innovator">革新派</th><th data-i18n data-ja="バランス派" data-en="Balancer">バランス派</th><th data-i18n data-ja="平均" data-en="Average">平均</th></tr></thead><tbody><tr><td class="axis" data-i18n data-ja="バリューイノベーション (30%)" data-en="Value Innovation (30%)">バリューイノベーション (30%)</td><td class="num">70.0</td><td class="num">83.3</td><td class="num">83.3</td><td class="num">78.9</td></tr><tr><td class="axis" data-i18n data-ja="市場の可能性 (20%)" data-en="Market Potential (20%)">市場の可能性 (20%)</td><td class="num">75.0</td><td class="num">80.0</td><td class="num">80.0</td><td class="num">78.3</td></tr><tr><td class="axis" data-i18n data-ja="商業的実行可能性 (25%)" data-en="Commercial Feasibility (25%)">商業的実行可能性 (25%)</td><td class="num">68.0</td><td class="num">84.0</td><td class="num">88.0</td><td class="num">80.0</td></tr><tr><td class="axis" data-i18n data-ja="技術的実現可能性 (25%)" data-en="Technical Feasibility (25%)">技術的実現可能性 (25%)</td><td class="num">80.0</td><td class="num">88.0</td><td class="num">84.0</td><td class="num">84.0</td></tr><tr class="total"><td class="axis" data-i18n data-ja="加重合計" data-en="Weighted Total">加重合計</td><td class="num">73.0</td><td class="num">84.0</td><td class="num">84.0</td><td class="num">80.3</td></tr></tbody></table><p data-i18n data-ja="EcoBottleでも同様に3ペルソナの評価がバラつきました。加重合計は実務派73.0点、バランス派・革新派がともに84.0点で、差は11.0点。越中八尾よりは小さいものの、単純平均（80.3点）はやはり「多数決」にすぎません。" data-en="EcoBottle showed the same pattern. The weighted totals were 73.0 (Pragmatist) and 84.0 for both the Balancer and the Innovator — an 11.0-point gap. Smaller than Ecchu-Yao's, but the simple average (80.3) is still just a majority vote.">EcoBottleでも同様に3ペルソナの評価がバラつきました。加重合計は実務派73.0点、バランス派・革新派がともに84.0点で、差は11.0点。越中八尾よりは小さいものの、単純平均（80.3点）はやはり「多数決」にすぎません。</p><div class="converge-wrap rv"><div class="converge-before"><div class="cb-title" data-i18n data-ja="収束前（<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>／3ペルソナの加重合計）" data-en="Before convergence (<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a> / weighted totals)"> 収束前（<a href="https://ecobottle-campus--xp34hiw.gamma.site/" target="_blank" rel="noopener">EcoBottle</a>／3ペルソナの加重合計） </div>
<div class="cb-row"><span data-i18n data-ja="実務派" data-en="Pragmatist">実務派</span><span class="cb-num">73.0</span></div>
<div class="cb-row"><span data-i18n data-ja="バランス派" data-en="Balancer">バランス派</span><span class="cb-num">84.0</span></div>
<div class="cb-row"><span data-i18n data-ja="革新派" data-en="Innovator">革新派</span><span class="cb-num">84.0</span></div>
<div class="cb-gap" data-i18n data-ja="差 11.0点" data-en="Gap: 11.0 pts"> 差 11.0点 </div>
</div><div class="converge-arrow"> → </div><div class="converge-after"><div class="ca-lbl" data-i18n data-ja="SEGT収束後" data-en="After SEGT convergence"> SEGT収束後 </div>
<div class="ca-num"> 80.1<span style="font-size:1rem;">点</span></div><div class="ca-sub" data-i18n data-ja="標準評価 V*（<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>）" data-en="Standard evaluation V* (<a href='https://ecobottle-campus--xp34hiw.gamma.site/' target='_blank' rel='noopener'>EcoBottle</a>)"> 標準評価 V*（<a href="https://ecobottle-campus--xp34hiw.gamma.site/" target="_blank" rel="noopener">EcoBottle</a>） </div>
</div></div><p data-i18n data-ja="興味深いのは、越中八尾（審査員間のバラつき20.8点）とEcoBottle（バラつき11.0点）という、意見の割れ方が異なる2つの計画を比べたときの結果です。" data-en="What's striking is how this plays out across the two plans, which had very different degrees of judge disagreement — 20.8 points for Ecchu-Yao versus 11.0 points for EcoBottle.">興味深いのは、越中八尾（審査員間のバラつき20.8点）とEcoBottle（バラつき11.0点）という、意見の割れ方が異なる2つの計画を比べたときの結果です。</p><div class="compare-grid rv"><div class="compare-box"><div class="cx-name"><a href="https://www.award-of.net/Yatsuo_2026PoC_v4_1.html" target="_blank" rel="noopener" data-i18n data-ja="越中八尾" data-en="Ecchu-Yao">越中八尾</a></div>
<div class="cx-num"> V* = 80.3 </div><div class="cx-sub" data-i18n data-ja="収束前のバラつき 20.8点" data-en="Pre-convergence gap: 20.8 pts"> 収束前のバラつき 20.8点 </div>
</div><div class="compare-vs"> vs </div><div class="compare-box tl"><div class="cx-name"><a href="https://ecobottle-campus--xp34hiw.gamma.site/" target="_blank" rel="noopener">EcoBottle</a></div>
<div class="cx-num"> V* = 80.1 </div><div class="cx-sub" data-i18n data-ja="収束前のバラつき 11.0点" data-en="Pre-convergence gap: 11.0 pts"> 収束前のバラつき 11.0点 </div>
</div></div><div class="diff-note" data-i18n data-ja="収束後のV*の差はわずか0.2点" data-en="After convergence, the two V* values differ by only 0.2 points"> 収束後のV*の差はわずか0.2点 </div>
<p style="margin-top:1.3rem;" data-i18n data-ja="審査員間のブレの大きさは計画ごとに違っても、外生の原理Nに拘束された収束計算をかけると、どちらも同水準の標準評価に落ち着きました。個々の審査員のブレの大きさに依存せず、安定した基準点を導けることがうかがえます。" data-en="Even though the size of the pre-convergence disagreement differed between the two plans, running the convergence calculation bound to External Principle N settled both plans onto a comparable standard-evaluation level — suggesting the process can reach a stable benchmark regardless of how scattered the individual judges were.">審査員間のブレの大きさは計画ごとに違っても、外生の原理Nに拘束された収束計算をかけると、どちらも同水準の標準評価に落ち着きました。個々の審査員のブレの大きさに依存せず、安定した基準点を導けることがうかがえます。</p></div>
</section><!-- 02 なぜ収束するのか --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 02 — <span data-i18n data-ja="なぜ収束するのか" data-en="Why It Converges">なぜ収束するのか</span></div>
<h2 data-i18n data-ja="SEGTが解消するのは「多数決」ではなく「基準のブレ」" data-en="SEGT resolves a drifting standard — not a majority vote">SEGTが解消するのは「多数決」ではなく「基準のブレ」</h2><p data-i18n data-ja="eval000は、外生の原理N（何のために評価するか）を先に定義し、その原理に拘束された写像 v(t+1) = F_N(v(t), R) を反復計算することで、単一の固定点 v* に収束させます。この収束プロセスは、バナッハの不動点定理という数学的な定理によって裏付けられています。" data-en="eval000 first defines External Principle N — the purpose of the review — and then repeatedly applies a mapping bound to that principle, v(t+1) = F_N(v(t), R), until it converges to a single fixed point, v*. This convergence process is grounded in a mathematical result known as the Banach fixed-point theorem.">eval000は、外生の原理N（何のために評価するか）を先に定義し、その原理に拘束された写像 v(t+1) = F_N(v(t), R) を反復計算することで、単一の固定点 v* に収束させます。この収束プロセスは、バナッハの不動点定理という数学的な定理によって裏付けられています。</p><p data-i18n data-ja="ポイントは、平均点と異なる数値を作ることが目的ではないということです。変動する個々の評価の背後にある標準評価（Evaluation Standard）を構成し、再現可能な「ものさし」（Evaluation Measure）として使えるようにすることに価値があります。" data-en="The point isn't to produce a number that differs from the average. The value lies in constructing the Evaluation Standard that sits behind the fluctuating individual scores, so it can be used as a reproducible &quot;ruler&quot; — an Evaluation Measure.">ポイントは、平均点と異なる数値を作ることが目的ではないということです。変動する個々の評価の背後にある標準評価（Evaluation Standard）を構成し、再現可能な「ものさし」（Evaluation Measure）として使えるようにすることに価値があります。</p><div class="note-box rv"><div class="nb-lbl" data-i18n data-ja="正確に言うと" data-en="To be precise"> 正確に言うと </div>
<p data-i18n data-ja="バナッハの不動点定理が保証するのは、同一の評価チーム（今回のデモでは3ペルソナ固定）・同一の入力・同一のN・同一のルーブリックのもとでは、計算のたびに同じv*が得られるということです。評価するチーム自体が変わった場合（別のペルソナ構成や、人間の審査員チームなど）に同じ標準評価へ到達できるかどうかは、この定理が直接保証する範囲の外にあります。eval000ではこの区別を明確にしたうえで、異なる評価者集団間の収束性についてもPoCで検証を重ねています。" data-en="What the Banach fixed-point theorem actually guarantees is that, given the same evaluator group (here, the same three personas), the same input, the same N, and the same rubric, the calculation reaches the same v* every time. Whether a different evaluator group — a different set of personas, or a panel of human judges — would converge on the same standard evaluation is a separate question, outside what this theorem alone guarantees. eval000 keeps this distinction explicit, and is validating convergence across different evaluator groups as part of its ongoing PoC work.">バナッハの不動点定理が保証するのは、同一の評価チーム（今回のデモでは3ペルソナ固定）・同一の入力・同一のN・同一のルーブリックのもとでは、計算のたびに同じv*が得られるということです。評価するチーム自体が変わった場合（別のペルソナ構成や、人間の審査員チームなど）に同じ標準評価へ到達できるかどうかは、この定理が直接保証する範囲の外にあります。eval000ではこの区別を明確にしたうえで、異なる評価者集団間の収束性についてもPoCで検証を重ねています。</p></div>
<div class="mini-grid rv"><div class="mini-card"><div class="mc-lbl"> POINT 01 </div>
<div class="mc-t" data-i18n data-ja="審査員構成に左右されないブレない評価" data-en="An evaluation that doesn't depend on panel composition"> 審査員構成に左右 <br> されないブレない評価 </div>
<div class="mc-d" data-i18n data-ja="複数のAIペルソナ審査員の評価傾向を、外生の原理Nに拘束された固定点（標準評価）へ収束させます。" data-en="Multiple AI persona judges' tendencies converge to a single fixed point bound to External Principle N — the standard evaluation."> 複数のAIペルソナ審査員の評価傾向を、外生の原理Nに拘束された固定点（標準評価）へ収束させます。 </div>
</div><div class="mini-card tl"><div class="mc-lbl"> POINT 02 </div><div class="mc-t" data-i18n data-ja="「収束の強さ」を数値で測る取り組み" data-en="Measuring &quot;how strong the convergence is&quot;"> 「収束の強さ」を <br> 数値で測る取り組み </div>
<div class="mc-d" data-i18n data-ja="収束後のブレの小ささを示す指標（Evaluation Measure・Stabilization Ratio）の定義を進めています。今回のような収束幅を定量的に示すのが次のステップです。" data-en="We're defining metrics — an Evaluation Measure and a Stabilization Ratio — that quantify how tight the post-convergence result is. Putting a number on convergence gaps like the ones shown here is the next step."> 収束後のブレの小ささを示す指標（Evaluation Measure・Stabilization Ratio）の定義を進めています。今回のような収束幅を定量的に示すのが次のステップです。 </div>
</div><div class="mini-card"><div class="mc-lbl"> POINT 03 </div><div class="mc-t" data-i18n data-ja="評価の「方針」を最初に明文化する" data-en="The evaluation &quot;policy&quot; is written down first"> 評価の「方針」を <br> 最初に明文化する </div>
<div class="mc-d" data-i18n data-ja="「外生的な原理」として評価方針（N）を定義し、審査の前提を明確にしたうえで収束計算にかけます。" data-en="The review policy is defined up front as an &quot;exogenous principle&quot; (N), making the premise of the review explicit before convergence runs."> 「外生的な原理」として評価方針（N）を定義し、審査の前提を明確にしたうえで収束計算にかけます。 </div>
</div></div></div></section><!-- 03 今後の検証 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 03 — <span data-i18n data-ja="今後の検証" data-en="What We're Validating Next">今後の検証</span></div>
<h2 data-i18n data-ja="このデモは「第一歩」。次はPoCで実証を重ねます" data-en="This demo is a first step — next, we validate through a PoC">このデモは「第一歩」。次はPoCで実証を重ねます</h2><p data-i18n data-ja="今回のライブデモは、固定した3ペルソナ審査員チームによる1回の収束計算の実例です。この実例を土台に、eval000では3ヶ月のPoCプログラムの中で次の3点を検証しています。" data-en="This live demo shows a single convergence run by one fixed three-persona panel. Building on that, eval000 is validating the following three points over a 3-month PoC program.">今回のライブデモは、固定した3ペルソナ審査員チームによる1回の収束計算の実例です。この実例を土台に、eval000では3ヶ月のPoCプログラムの中で次の3点を検証しています。</p><div class="road-list rv"><div class="road-item"><div class="road-num"> 01 </div>
<div><div class="road-t" data-i18n data-ja="同一条件での再現性の定量評価" data-en="Quantifying reproducibility under identical conditions"> 同一条件での再現性の定量評価 </div>
<div class="road-d" data-i18n data-ja="同一チーム・同一条件で複数回再実施し、V*の変動幅をEvaluation Measure・Stabilization Ratioとして数値化します。" data-en="Rerunning the same team under the same conditions multiple times, and expressing how much V* varies as an Evaluation Measure and Stabilization Ratio."> 同一チーム・同一条件で複数回再実施し、V*の変動幅をEvaluation Measure・Stabilization Ratioとして数値化します。 </div>
</div></div><div class="road-item"><div class="road-num"> 02 </div><div><div class="road-t" data-i18n data-ja="通常のLLM単体評価とのばらつき比較" data-en="Comparing variance against a single LLM evaluator"> 通常のLLM単体評価とのばらつき比較 </div>
<div class="road-d" data-i18n data-ja="収束計算を通さない通常のLLM評価と比べて、SEGTがどの程度ばらつきを抑えられるかを比較します。" data-en="Comparing how much SEGT reduces variance relative to a plain LLM evaluation that skips the convergence step."> 収束計算を通さない通常のLLM評価と比べて、SEGTがどの程度ばらつきを抑えられるかを比較します。 </div>
</div></div><div class="road-item"><div class="road-num"> 03 </div><div><div class="road-t" data-i18n data-ja="異なる評価者集団間の収束性の検証" data-en="Validating convergence across different evaluator groups"> 異なる評価者集団間の収束性の検証 </div>
<div class="road-d" data-i18n data-ja="AIペルソナと人間審査員など、異なる評価者集団のあいだでどこまで標準評価が近づくのかを検証します。" data-en="Examining how closely standard evaluations align across different evaluator groups, such as AI personas versus human judges."> AIペルソナと人間審査員など、異なる評価者集団のあいだでどこまで標準評価が近づくのかを検証します。 </div>
</div></div></div><div class="cta-box rv"><div class="ct-tag" data-i18n data-ja="PoC ご相談受付中" data-en="PoC Consultations Open"> PoC ご相談受付中 </div>
<h3 data-i18n data-ja="この収束計算を、貴社の審査プロセスで確かめてみませんか" data-en="See this convergence at work in your own review process">この収束計算を、貴社の審査プロセスで確かめてみませんか</h3><p data-i18n data-ja="3ヶ月のPoCで、Go/No-Go判定まで一気通貫で確認できます。お気軽にご相談ください。" data-en="Our 3-month PoC takes you all the way to a Go/No-Go decision. Feel free to reach out.">3ヶ月のPoCで、Go/No-Go判定まで一気通貫で確認できます。お気軽にご相談ください。</p><a class="btn" href="https://www.eval000.ai/contact" data-i18n data-ja="お問い合わせ" data-en="Contact Us">お問い合わせ</a></div>
<div class="author-box"><div class="author-avatar"> 乙 </div><div><div class="author-name"> 株式会社テンプロクシー（award-of）編集部 </div>
<div class="author-role"> eval000.ai / award-of.net </div><div class="author-bio" data-i18n data-ja="eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。" data-en="eval000 is a meta-evaluation AI platform operated under a joint operation agreement between patent holder Ryuichi Satoyoshi and TEN PROXY Co., Ltd. As the Japan official partner of Award Force (Australia, 50+ countries), we drive DX for contests, reviews, and awards."> eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。 </div>
</div></div></div></section><footer><div class="footer-l"><span class="footer-brand">eval000.ai</span><span>Case Study / award-of × 株式会社テンプロクシー</span></div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Mon, 10 Aug 2026 17:40:00 +0900</pubDate></item><item><title><![CDATA[SEGTへのステップ]]></title><link>https://www.eval000.ai/blogs/post/step4segt</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/step4segt.png"/>「審査は属人的になりがち」「審査員が変われば評価が変わる」——多くの主催者が感じる6つの構造的な難しさを整理し、SEGTがそれぞれにどう対応しようとしているのかを段階的にご紹介します。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_mHFJ934v9w8LP1Ba1fBYQA" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>「審査は属人的になりがち」「審査員が変われば評価が変わる」——多くの主催者が感じる6つの構造的な難しさを整理し、SEGTがそれぞれにどう対応しようとしているのかを段階的にご紹介します。</span></p></div>
</div><div data-element-id="elm_l56d5vg5kM7tTfe3nv4V_g" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><meta charset="UTF-8"><meta name="viewport" content="width=device-width, initial-scale=1.0"><title>現状の評価審査レジームからの脱却、SEGTへのステップ | eval000.ai Blog</title><meta name="description" content="多くの主催者が感じている、審査運営の構造的な難しさを6つの観点で整理し、eval000のSEGT（標準評価生成理論）がそれぞれにどう対応しようとしているのかを段階的に解説します。"><link href="https://fonts.googleapis.com/css2?family=Shippori+Mincho+B1:wght@400;600;700;800&amp;family=Zen+Kaku+Gothic+New:wght@300;400;500;700&amp;family=DM+Mono:wght@300;400;500&amp;display=swap" rel="stylesheet"><style> :root { --primary:#0070c9;--primary-lt:#3a9fe8;--primary-pale:#a8d4f5; --primary-dim:rgba(0,112,201,.16);--primary-bg:rgba(0,112,201,.06);--primary-bd:rgba(0,112,201,.25); --teal:#00a898;--teal-lt:#00d4c2;--teal-bg:rgba(0,168,152,.08);--teal-bd:rgba(0,168,152,.3); --void:#050e1a;--ink:#0f1c2e;--coal:#1a2d42;--paper:#ffffff;--bg:#f5f9fd; 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<div class="news-glow"></div><div class="con news-inner"><div class="news-tags"><span class="pill b" data-i18n data-ja="業界考察" data-en="Industry Perspective">業界考察</span><span class="pill" data-i18n data-ja="SEGTへのステップ" data-en="Steps Toward SEGT">SEGTへのステップ</span><span class="date">2026年8月8日</span></div>
<div class="date-chip rv"><div class="dot"></div><span data-i18n data-ja="改善検討レポートの分析より" data-en="From our internal improvement-review analysis">改善検討レポートの分析より</span></div>
<h1 class="news-title"><span data-i18n data-ja="多くの主催者が、同じ審査の難しさに悩んでいる。" data-en="Many organizers are wrestling with the same review problems.">多くの主催者が、同じ審査の難しさに悩んでいる。</span><br><span class="accent" data-i18n data-ja="現状の評価審査レジームからの脱却、SEGTへのステップ" data-en="Stepping away from the current review regime, toward SEGT">現状の評価審査レジームからの脱却、SEGTへのステップ</span></h1><p class="news-lead" data-i18n data-ja="国内のビジネスコンテストやアワードの運営に関わっていると、「審査はどうしても属人的になりがちだ」「同じ応募でも審査員が変われば評価が変わってしまう」といった感覚に、一度は心当たりがあるのではないでしょうか。これは個々の審査員の資質の問題ではなく、審査という仕組みそのものが抱える構造的な難しさです。本記事では、eval000の改善検討レポートの分析をもとに、多くの主催者が感じている6つの構造的な難しさと、SEGT（標準評価生成理論）がそれぞれにどう対応しようとしているのかを、段階的に整理します。" data-en="If you've been involved in running a business-plan contest or award in Japan, you've probably felt at least one of these: &quot;review tends to depend heavily on who's judging,&quot; or &quot;the same entry gets scored differently depending on which judges show up.&quot; This isn't a matter of any individual judge's ability — it's a structural difficulty built into the review process itself. Drawing on the analysis in eval000's internal improvement review, this post walks through six structural difficulties that many organizers run into, and how SEGT (Standard Evaluation Generation Theory) is working to address each one.">国内のビジネスコンテストやアワードの運営に関わっていると、「審査はどうしても属人的になりがちだ」「同じ応募でも審査員が変われば評価が変わってしまう」といった感覚に、一度は心当たりがあるのではないでしょうか。これは個々の審査員の資質の問題ではなく、審査という仕組みそのものが抱える構造的な難しさです。本記事では、eval000の改善検討レポートの分析をもとに、多くの主催者が感じている6つの構造的な難しさと、SEGT（標準評価生成理論）がそれぞれにどう対応しようとしているのかを、段階的に整理します。</p><div class="status-strip rv"><div class="status-item"><div class="status-num"> 5 </div>
<div class="status-lbl" data-i18n data-ja="仕組みとして対応が<br>進んでいる課題" data-en="Issues where a design-level<br>answer is in place"> 仕組みとして対応が <br> 進んでいる課題 </div>
</div><div class="status-item pending"><div class="status-num"> 1 </div><div class="status-lbl" data-i18n data-ja="理論的裏付けはあるが<br>検証を継続中の課題" data-en="Theoretically grounded, but<br>still being validated"> 理論的裏付けはあるが <br> 検証を継続中の課題 </div>
</div></div></div></header><!-- 01 課題提起 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 01 — <span data-i18n data-ja="課題提起" data-en="The Problem">課題提起</span></div>
<h2 data-i18n data-ja="審査の難しさは、審査員個人ではなく仕組みに起因することが多い" data-en="Review difficulty usually comes from the system, not the individual judge">審査の難しさは、審査員個人ではなく仕組みに起因することが多い</h2><p data-i18n data-ja="多くのコンテストやアワードでは、審査員の経験や熱意に支えられながら、審査という難しい仕事が支えられています。それでも、「良い評価とは何かが明文化されていない」「同じ計画でも審査員が変われば結果が変わる」といった悩みは、業界を問わず繰り返し聞かれる声です。これは審査員個人の力量の問題ではなく、審査という仕組みそのものに内在する構造的な難しさだと、eval000では捉えています。" data-en="Behind most contests and awards, the difficult work of judging is carried by the experience and dedication of the reviewers themselves. Even so, concerns like &quot;we've never written down what ‘good’ actually means for this review&quot; or &quot;the same plan gets a different result depending on which judges are on the panel&quot; come up again and again, across industries. At eval000, we see this as a structural difficulty built into the review process itself — not a shortcoming of any individual judge.">多くのコンテストやアワードでは、審査員の経験や熱意に支えられながら、審査という難しい仕事が支えられています。それでも、「良い評価とは何かが明文化されていない」「同じ計画でも審査員が変われば結果が変わる」といった悩みは、業界を問わず繰り返し聞かれる声です。これは審査員個人の力量の問題ではなく、審査という仕組みそのものに内在する構造的な難しさだと、eval000では捉えています。</p><p data-i18n data-ja="次のセクションでは、この構造的な難しさを6つの観点に整理し、SEGTがそれぞれにどのようなアプローチで対応しようとしているのかを、現時点での対応状況とあわせてご紹介します。" data-en="In the next section, we break this structural difficulty into six perspectives, and introduce the approach SEGT takes to each one — along with an honest read on where each stands today.">次のセクションでは、この構造的な難しさを6つの観点に整理し、SEGTがそれぞれにどのようなアプローチで対応しようとしているのかを、現時点での対応状況とあわせてご紹介します。</p></div>
</section><!-- 02 6つの課題とSEGTのアプローチ --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 02 — <span data-i18n data-ja="6つの課題とSEGTのアプローチ" data-en="Six Difficulties, and SEGT's Approach">6つの課題とSEGTのアプローチ</span></div>
<h2 data-i18n data-ja="現状のレジームが抱える6つの構造的な難しさ" data-en="Six structural difficulties in the current review regime">現状のレジームが抱える6つの構造的な難しさ</h2><table class="regime-table rv"><caption data-i18n data-ja="現状の審査運営でよく聞かれる声 vs. SEGTのアプローチ" data-en="Common concerns in current review operations vs. SEGT's approach"> 現状の審査運営でよく聞かれる声 vs. SEGTのアプローチ </caption><thead><tr><th data-i18n data-ja="課題" data-en="Issue">課題</th><th data-i18n data-ja="多くの主催者が感じている難しさ" data-en="A difficulty many organizers feel">多くの主催者が感じている難しさ</th><th data-i18n data-ja="SEGTのアプローチ" data-en="SEGT's approach">SEGTのアプローチ</th><th data-i18n data-ja="状況" data-en="Status">状況</th></tr></thead><tbody><tr><td class="rn">①</td><td data-i18n data-ja="「良い評価とは何か」が審査員の暗黙知に委ねられ、審査員が変わるたびに基準が揺れやすい" data-en="What counts as a &quot;good&quot; evaluation is left to each judge's tacit knowledge, so the bar tends to shift as judges change">「良い評価とは何か」が審査員の暗黙知に委ねられ、審査員が変わるたびに基準が揺れやすい</td><td data-i18n data-ja="外生の原理N（External Principle N）として審査目的を明文化し、判断基準の拠り所を外部に置く" data-en="Writes the review's purpose down explicitly as External Principle N, giving the judging standard an external anchor">外生の原理N（External Principle N）として審査目的を明文化し、判断基準の拠り所を外部に置く</td><td class="status"><span class="status-chip done" data-i18n data-ja="仕組みで対応" data-en="Addressed by design">仕組みで対応</span></td></tr><tr><td class="rn">②</td><td data-i18n data-ja="評価軸はあっても水準の定義や重み付けが曖昧で、解釈が審査員に委ねられがち" data-en="Axes exist, but what each level means and how it's weighted stay vague, leaving interpretation up to each judge">評価軸はあっても水準の定義や重み付けが曖昧で、解釈が審査員に委ねられがち</td><td data-i18n data-ja="Evaluation Rubricとして軸・配点・判定基準を明示し、Nの設計と連動させる" data-en="Makes the axes, weights, and criteria explicit as an Evaluation Rubric, linked to how N is designed">Evaluation Rubricとして軸・配点・判定基準を明示し、Nの設計と連動させる</td><td class="status"><span class="status-chip done" data-i18n data-ja="仕組みで対応（ルーブリックの設計品質に左右される）" data-en="Addressed by design (depends on rubric design quality)">仕組みで対応（ルーブリックの設計品質に左右される）</span></td></tr><tr><td class="rn">③</td><td data-i18n data-ja="審査順番・疲労・専門分野の偏りといった無意識のブレが、対策なくスコアに入り込みやすい" data-en="Unconscious drift — review order, fatigue, domain bias — tends to seep into scores when nothing is done to counter it">審査順番・疲労・専門分野の偏りといった無意識のブレが、対策なくスコアに入り込みやすい</td><td data-i18n data-ja="複数のAIペルソナ審査員による一次評価で、時刻・順番・疲労のノイズを排し、視点の偏りを分散する" data-en="Runs a first-pass evaluation with multiple AI persona judges to remove time-of-day, order, and fatigue noise, and spreads out viewpoint bias">複数のAIペルソナ審査員による一次評価で、時刻・順番・疲労のノイズを排し、視点の偏りを分散する</td><td class="status"><span class="status-chip done" data-i18n data-ja="仕組みで対応（ペルソナ設計の質に左右される）" data-en="Addressed by design (depends on persona design quality)">仕組みで対応（ペルソナ設計の質に左右される）</span></td></tr><tr><td class="rn">④</td><td data-i18n data-ja="合議の形式を取っていても、経験豊富な審査員や声の大きい意見に他のメンバーが同調しやすいことは、社会心理学でも知られる現象です" data-en="Even in a formal committee setting, other members tend to converge toward a senior judge's or a louder voice's opinion — a well-documented phenomenon in social psychology">合議の形式を取っていても、経験豊富な審査員や声の大きい意見に他のメンバーが同調しやすいことは、社会心理学でも知られる現象です</td><td data-i18n data-ja="V*を人数比や声の大きさに依存しない固定点として算出し、数値化のフェーズと最終判断のフェーズを分ける" data-en="Computes V* as a fixed point that doesn't depend on headcount or who speaks loudest, separating the scoring phase from the final-decision phase">V*を人数比や声の大きさに依存しない固定点として算出し、数値化のフェーズと最終判断のフェーズを分ける</td><td class="status"><span class="status-chip done" data-i18n data-ja="仕組みで対応" data-en="Addressed by design">仕組みで対応</span></td></tr><tr><td class="rn">⑤</td><td data-i18n data-ja="落選理由を応募者一人ひとりに具体的に伝えるのは、時間的にも工数的にも簡単ではありません" data-en="Explaining the specific reason for rejection to every single applicant isn't easy — not in time, and not in effort">落選理由を応募者一人ひとりに具体的に伝えるのは、時間的にも工数的にも簡単ではありません</td><td data-i18n data-ja="V*の収束過程に評価根拠を記録し、応募者全員へのフィードバックレポートを自動生成・配信する" data-en="Records the reasoning behind V* as it converges, then auto-generates and sends a feedback report to every applicant">V*の収束過程に評価根拠を記録し、応募者全員へのフィードバックレポートを自動生成・配信する</td><td class="status"><span class="status-chip done" data-i18n data-ja="仕組みで対応" data-en="Addressed by design">仕組みで対応</span></td></tr><tr><td class="rn">⑥</td><td data-i18n data-ja="同じ計画でも、審査員や実施タイミングが変われば結果が変わってしまうことがあり、再評価の仕組みを持つケースは多くありません" data-en="The same plan can come out differently depending on the judges or the timing, and it's uncommon to have a mechanism for re-checking that">同じ計画でも、審査員や実施タイミングが変われば結果が変わってしまうことがあり、再評価の仕組みを持つケースは多くありません</td><td data-i18n data-ja="同一の評価者集団・同一入力・同一N・同一Rであれば、V*は理論的に一意に再現される（バナッハの不動点定理）" data-en="Given the same evaluator group, the same input, the same N, and the same rubric, V* is theoretically guaranteed to be uniquely reproducible (the Banach fixed-point theorem)">同一の評価者集団・同一入力・同一N・同一Rであれば、V*は理論的に一意に再現される（バナッハの不動点定理）</td><td class="status"><span class="status-chip partial" data-i18n data-ja="検証中（実装データの蓄積を継続）" data-en="Being validated (accumulating implementation data)">検証中（実装データの蓄積を継続）</span></td></tr></tbody></table><h4 data-i18n data-ja="深掘り①：④「合議における意見の同調」について" data-en="Closer look 1: on &quot;convergence of opinion in committee deliberation&quot; (④)">深掘り①：④「合議における意見の同調」について</h4><div class="deep-dive rv"><div class="dd-lbl" data-i18n data-ja="社会心理学の一般的な現象として" data-en="A general phenomenon in social psychology"> 社会心理学の一般的な現象として </div>
<p data-i18n data-ja="複数人での合議は、それぞれの専門性を持ち寄れる優れた仕組みです。同時に、集団による意思決定では、先に発言した人や経験豊富な人の意見に他のメンバーが無意識に同調しやすいことが、社会心理学の研究で繰り返し確認されています。これは審査会に限った話ではなく、会議や委員会一般に見られる傾向です。" data-en="A multi-person committee is a strong way to pool different kinds of expertise. At the same time, social-psychology research has repeatedly found that in group decision-making, people tend to unconsciously converge toward whoever spoke first or has the most experience. This isn't unique to review panels — it's a general tendency seen in committees and meetings of all kinds.">複数人での合議は、それぞれの専門性を持ち寄れる優れた仕組みです。同時に、集団による意思決定では、先に発言した人や経験豊富な人の意見に他のメンバーが無意識に同調しやすいことが、社会心理学の研究で繰り返し確認されています。これは審査会に限った話ではなく、会議や委員会一般に見られる傾向です。</p><p data-i18n data-ja="SEGTでは、V*（標準評価）を人数比や発言の強さに依存しない固定点として先に算出し、そのうえで人間の審査委員長が最終判断を行うという2段階の設計（Lv4）にすることで、この同調のリスクを構造的に小さくすることを目指しています。" data-en="SEGT aims to structurally reduce this risk of convergence-toward-consensus through a two-stage design (Lv4): V* — the standard evaluation — is first computed as a fixed point that doesn't depend on headcount or how forcefully something is argued, and only then does a human review chair make the final call.">SEGTでは、V*（標準評価）を人数比や発言の強さに依存しない固定点として先に算出し、そのうえで人間の審査委員長が最終判断を行うという2段階の設計（Lv4）にすることで、この同調のリスクを構造的に小さくすることを目指しています。</p></div>
<h4 data-i18n data-ja="深掘り②：⑥「評価の再現性」について" data-en="Closer look 2: on &quot;reproducibility of evaluation&quot; (⑥)">深掘り②：⑥「評価の再現性」について</h4><div class="deep-dive tl rv"><div class="dd-lbl" data-i18n data-ja="正確に言うと" data-en="To be precise"> 正確に言うと </div>
<p data-i18n data-ja="バナッハの不動点定理が保証するのは、同一の評価者集団・同一の入力・同一のN・同一のルーブリックのもとでは、計算のたびに同じV*が得られるということです。実際に3種類のAIペルソナ審査員の評価が最大20.8点ブレたケースが、単一の標準評価に収束した実例は、前回の記事でご紹介しました。" data-en="What the Banach fixed-point theorem guarantees is that, given the same evaluator group, the same input, the same N, and the same rubric, the calculation reaches the same V* every time. In our previous post, we showed a real example where three AI persona judges' scores drifted by as much as 20.8 points, and that drift converged into a single standard evaluation.">バナッハの不動点定理が保証するのは、同一の評価者集団・同一の入力・同一のN・同一のルーブリックのもとでは、計算のたびに同じV*が得られるということです。実際に3種類のAIペルソナ審査員の評価が最大20.8点ブレたケースが、単一の標準評価に収束した実例は、前回の記事でご紹介しました。</p><p data-i18n data-ja="一方で、異なる評価者集団（別のペルソナ構成や、人間の審査委員会など）が同じ標準評価に到達できるかどうかは、この定理が直接保証する範囲の外にあります。ここは実装検証データの蓄積を含め、eval000として実証研究を継続している領域です。" data-en="On the other hand, whether a different evaluator group — a different persona composition, or a human review committee — would arrive at the same standard evaluation sits outside what this theorem directly guarantees. This is an area where eval000 is continuing its empirical research, including accumulating implementation-verification data.">一方で、異なる評価者集団（別のペルソナ構成や、人間の審査委員会など）が同じ標準評価に到達できるかどうかは、この定理が直接保証する範囲の外にあります。ここは実装検証データの蓄積を含め、eval000として実証研究を継続している領域です。</p></div>
</div></section><!-- 03 Award Forceとの関係 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 03 — <span data-i18n data-ja="運営効率化との関係" data-en="Relationship to Operational Tools">運営効率化との関係</span></div>
<h2 data-i18n data-ja="運営の効率化と、評価の標準化は、別の課題です" data-en="Streamlining operations and standardizing evaluation are two different problems">運営の効率化と、評価の標準化は、別の課題です</h2><p data-i18n data-ja="コンテストやアワードの運営プラットフォームは、応募受付・審査進行・通知配信といった運営プロセスの効率化を得意とします。当社が日本正規パートナーを務めるAward Forceも、審査運営ツールとして高く評価されているサービスの一つです。" data-en="Contest and award management platforms are strong at streamlining the operational side — accepting entries, moving reviews along, sending notifications. Award Force, for which we are the official Japan partner, is one such platform, well regarded as a review-operations tool.">コンテストやアワードの運営プラットフォームは、応募受付・審査進行・通知配信といった運営プロセスの効率化を得意とします。当社が日本正規パートナーを務めるAward Forceも、審査運営ツールとして高く評価されているサービスの一つです。</p><div class="note-box rv"><div class="nb-lbl" data-i18n data-ja="補足" data-en="A note"> 補足 </div>
<p data-i18n data-ja="一方で、こうした運営プラットフォームの多くは、「スコアをどう標準化するか」という評価の質そのものには踏み込みません。eval000が担っているのは、まさにこの部分です。運営の効率化はAward Forceのようなツールで、評価そのものの標準化はSEGTを用いたeval000で──この2つは競合するものではなく、補い合う役割だと捉えています。" data-en="At the same time, most of these operational platforms don't get into &quot;how do we standardize the scores&quot; — the quality of the evaluation itself. That's exactly the part eval000 is built for. Streamlining operations is a job for tools like Award Force; standardizing the evaluation itself is a job for eval000, powered by SEGT. We see these as complementary roles, not competing ones.">一方で、こうした運営プラットフォームの多くは、「スコアをどう標準化するか」という評価の質そのものには踏み込みません。eval000が担っているのは、まさにこの部分です。運営の効率化はAward Forceのようなツールで、評価そのものの標準化はSEGTを用いたeval000で──この2つは競合するものではなく、補い合う役割だと捉えています。</p></div>
</div></section><!-- 04 まとめと次のステップ --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 04 — <span data-i18n data-ja="次のステップへ" data-en="Toward the Next Step">次のステップへ</span></div>
<h2 data-i18n data-ja="ここまでで見えてきたこと" data-en="What we've seen so far">ここまでで見えてきたこと</h2><p data-i18n data-ja="6つの課題のうち、N・ルーブリック・複数ペルソナ・V*の固定点収束・自動フィードバックという仕組みによって、①〜⑤は対応の道筋がついています。ただし②③は設計の質に、④は仕組み全体の運用に、対応の実効性が左右される点は正直にお伝えしておきたいところです。" data-en="Of the six issues, ① through ⑤ have a design-level path forward, built on N, the rubric, multiple personas, the fixed-point convergence of V*, and automated feedback. That said, we want to be upfront that how well ② and ③ actually work depends on design quality, and ④ depends on how the whole system is operated.">6つの課題のうち、N・ルーブリック・複数ペルソナ・V*の固定点収束・自動フィードバックという仕組みによって、①〜⑤は対応の道筋がついています。ただし②③は設計の質に、④は仕組み全体の運用に、対応の実効性が左右される点は正直にお伝えしておきたいところです。</p><p data-i18n data-ja="⑥の再現可能性は、理論的な裏付け（バナッハの不動点定理）を持ちながら、実装として十分なデータを蓄積できているとは言えず、現在進行中のPoCで実証を重ねています。「現状のレジームからの脱却」は、一度で完了するものではなく、段階を踏んで進めるプロセスだと捉えています。" data-en="Reproducibility (⑥) is theoretically grounded in the Banach fixed-point theorem, but we can't yet say we've accumulated enough implementation data to back it up — that's something we continue to validate through an ongoing PoC. We see &quot;stepping away from the current regime&quot; not as something completed in one move, but as a process taken one step at a time.">⑥の再現可能性は、理論的な裏付け（バナッハの不動点定理）を持ちながら、実装として十分なデータを蓄積できているとは言えず、現在進行中のPoCで実証を重ねています。「現状のレジームからの脱却」は、一度で完了するものではなく、段階を踏んで進めるプロセスだと捉えています。</p><div class="mini-grid rv"><div class="mini-card"><div class="mc-lbl" data-i18n data-ja="対応が進んでいる部分" data-en="Where we've made progress"> 対応が進んでいる部分 </div>
<div class="mc-t" data-i18n data-ja="N・ルーブリック・複数ペルソナ・V*・自動FB" data-en="N, rubric, multi-persona review, V*, automated feedback"> N・ルーブリック・複数ペルソナ・V*・自動FB </div>
<div class="mc-d" data-i18n data-ja="①④⑤は仕組みとして対応済み。②③は設計品質に、対応の実効性が左右されます。" data-en="① ④ ⑤ are addressed by design. ② and ③ depend on design quality for how well they actually work."> ①④⑤は仕組みとして対応済み。②③は設計品質に、対応の実効性が左右されます。 </div>
</div><div class="mini-card am"><div class="mc-lbl" data-i18n data-ja="検証を継続している部分" data-en="Where we're still validating"> 検証を継続している部分 </div>
<div class="mc-t" data-i18n data-ja="⑥ 評価の再現可能性" data-en="⑥ Reproducibility of evaluation"> ⑥ 評価の再現可能性 </div>
<div class="mc-d" data-i18n data-ja="理論的な裏付けはあるものの、実装検証データの蓄積をPoCで継続中です。" data-en="Theoretically grounded, but we're still accumulating implementation-verification data through our PoC."> 理論的な裏付けはあるものの、実装検証データの蓄積をPoCで継続中です。 </div>
</div></div><div class="cta-box rv"><div class="ct-tag" data-i18n data-ja="PoCご相談受付中" data-en="PoC Consultations Open"> PoCご相談受付中 </div>
<h3 data-i18n data-ja="貴社の審査プロセスは、いまどのステップにありますか" data-en="Where does your review process stand right now?">貴社の審査プロセスは、いまどのステップにありますか</h3><p data-i18n data-ja="現状の審査運営が抱える課題を、SEGTでどこまで解消できるか。3ヶ月のPoCでGo/No-Go判定まで確認できます。お気軽にご相談ください。" data-en="How far can SEGT go in resolving the challenges in your current review operations? Our 3-month PoC takes you through to a Go/No-Go decision. Feel free to reach out.">現状の審査運営が抱える課題を、SEGTでどこまで解消できるか。3ヶ月のPoCでGo/No-Go判定まで確認できます。お気軽にご相談ください。</p><a class="btn" href="https://www.eval000.ai/contact" data-i18n data-ja="お問い合わせ" data-en="Contact Us">お問い合わせ</a></div>
<div class="author-box"><div class="author-avatar"> 乙 </div><div><div class="author-name"> 株式会社テンプロクシー（award-of）編集部 </div>
<div class="author-role"> eval000.ai / award-of.net </div><div class="author-bio" data-i18n data-ja="eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。" data-en="eval000 is a meta-evaluation AI platform operated under a joint operation agreement between patent holder Ryuichi Satoyoshi and TEN PROXY Co., Ltd. As the Japan official partner of Award Force (Australia, 50+ countries), we drive DX for contests, reviews, and awards."> eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。 </div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Mon, 10 Aug 2026 17:29:14 +0900</pubDate></item><item><title><![CDATA[8/10  Web Site Renewal]]></title><link>https://www.eval000.ai/blogs/post/renewal0810</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/renewal0810.png"/>eval000.aiのTOP・メタ評価エンジン・Solutions等5ページを更新。外生の原理N〜Evaluation Measureまでの5階層をSEGTという名のもとに整理し、実証データや料金体系もあわせて掲載しました。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_6KtW9auYBEmCwaQioiJ4Iw" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>eval000.aiのTOP・メタ評価エンジン・Solutions等5ページを更新。外生の原理N〜Evaluation Measureまでの5階層をSEGTという名のもとに整理し、実証データや料金体系もあわせて掲載しました。</span></p></div>
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.footer-r{text-align:center;} } </style><div id="e0langbar" style="background:rgba(255, 255, 255, 0.97);border-bottom:1px solid var(--border);padding:0.55rem 3rem;display:flex;justify-content:flex-end;align-items:center;"><div class="lang-toggle"><button class="lang-btn active" id="btn-ja" data-lang="ja">JPN</button><div class="lang-divider"></div>
<button class="lang-btn" id="btn-en" data-lang="en">EN</button></div></div><header class="news-header"><div class="news-grid"></div>
<div class="news-glow"></div><div class="con news-inner"><div class="news-tags"><span class="pill b" data-i18n data-ja="サイトリニューアル" data-en="Site Renewal">サイトリニューアル</span><span class="pill" data-i18n data-ja="用語体系の整理" data-en="Terminology Refresh">用語体系の整理</span><span class="date">2026年8月8日</span></div>
<div class="date-chip rv"><div class="dot"></div><span data-i18n data-ja="TOP・メタ評価エンジン・Solutions・Essential・About Usを更新" data-en="Updated: Top, Meta-Evaluation Engine, Solutions, Essential &amp; About Us">TOP・メタ評価エンジン・Solutions・Essential・About Usを更新</span></div>
<h1 class="news-title"><span data-i18n data-ja="サイトを刷新しました。" data-en="We've renewed our website.">サイトを刷新しました。</span><br><span class="accent" data-i18n data-ja="N・EC・R・v*・EM「評価の設計言語」を整理、体系化しました。" data-en="The design language of evaluation — N, EC, R, v*, and EM — has finally come together.">N・EC・R・v*・EM「評価の設計言語」を整理、体系化しました。</span></h1><p class="news-lead" data-i18n data-ja="eval000.ai の TOP・メタ評価エンジン・Solutions・Essential・About Us を更新、FAQをSupportページに拡充しました。これまでこのブログで積み重ねてきた用語や実証データを全体の説明に反映しました。外生の原理N・Evaluation Criterion・Evaluation Rubric・Evaluation Standard v*・Evaluation Measureという5階層の設計言語を「SEGT（Standard Evaluation Generation Theory）」という名前のもとに整理しています。" data-en="We've updated five pages on eval000.ai: Top, Meta-Evaluation Engine, Solutions, Essential, and About Us. More significant than the visual refresh is that the terminology and evidence we've been building up on this blog now runs through the entire site. The five-layer design language — External Principle N, Evaluation Criterion, Evaluation Rubric, Evaluation Standard v*, and Evaluation Measure — has been organized under the name &quot;SEGT&quot; (Standard Evaluation Generation Theory), alongside updated live-demo evidence, pricing, and team information.">eval000.ai の TOP・メタ評価エンジン・Solutions・Essential・About Us の5ページを更新、FAQをSupportページに拡充しました。これまでこのブログで積み重ねてきた用語や実証データを全体の説明に反映しました。外生の原理N・Evaluation Criterion・Evaluation Rubric・Evaluation Standard v*・Evaluation Measureという5階層の設計言語を「SEGT（Standard Evaluation Generation Theory）」という名前のもとに整理しています。</p><div class="status-strip rv"><div class="status-item"><div class="status-num"> 5 </div>
<div class="status-lbl" data-i18n data-ja="更新した<br>ページ数" data-en="Pages<br>updated"> 更新した <br> ページ数 </div>
</div><div class="status-item"><div class="status-num"> 5 </div><div class="status-lbl" data-i18n data-ja="評価の設計言語<br>（N/EC/R/v*/EM）" data-en="Layers in the design<br>language (N/EC/R/v*/EM)"> 評価の設計言語 <br> （N/EC/R/v*/EM） </div>
</div><div class="status-item"><div class="status-num"> 5 </div><div class="status-lbl" data-i18n data-ja="適用分野<br>（旧6分野を再編）" data-en="Solution domains<br>(restructured from 6)"> 適用分野 <br> （旧6分野を再編） </div>
</div></div></div></header><!-- 01 用語体系 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 01 — <span data-i18n data-ja="用語体系の整理" data-en="Organizing the Terminology">用語体系の整理</span></div>
<h2 data-i18n data-ja="外生の原理Nから、Evaluation Measureまで" data-en="From External Principle N to Evaluation Measure">外生の原理Nから、Evaluation Measureまで</h2><p data-i18n data-ja="これまでこのブログでは、外生の原理N・Evaluation Rubric・Evaluation Standard v*といった用語を、記事ごとに少しずつ説明してきました。今回のリニューアルでは、これらを「SEGT（Standard Evaluation Generation Theory）」という一つの理論名のもとに、N→EC（Evaluation Criterion）→R（Evaluation Rubric）→v*（Evaluation Standard）→EM（Evaluation Measure）という5階層の構造として、サイト全体で一貫して説明するようにしました。" data-en="Across earlier posts on this blog, we introduced terms like External Principle N, Evaluation Rubric, and Evaluation Standard v* a little at a time. In this renewal, we've brought them together under a single theory name — &quot;SEGT&quot; (Standard Evaluation Generation Theory) — and explained them consistently, site-wide, as a five-layer structure: N → EC (Evaluation Criterion) → R (Evaluation Rubric) → v* (Evaluation Standard) → EM (Evaluation Measure).">これまでこのブログでは、外生の原理N・Evaluation Rubric・Evaluation Standard v*といった用語を、記事ごとに少しずつ説明してきました。今回のリニューアルでは、これらを「SEGT（Standard Evaluation Generation Theory）」という一つの理論名のもとに、N→EC（Evaluation Criterion）→R（Evaluation Rubric）→v*（Evaluation Standard）→EM（Evaluation Measure）という5階層の構造として、サイト全体で一貫して説明するようにしました。</p><div class="hier-chain rv"><div class="hier-box"><div class="hb-code"> N </div>
<div class="hb-name" data-i18n data-ja="外生の原理<br>（最上位）" data-en="External Principle<br>(top layer)"> 外生の原理 <br> （最上位） </div>
</div><div class="hier-arrow"> → </div><div class="hier-box"><div class="hb-code"> EC </div>
<div class="hb-name" data-i18n data-ja="Evaluation<br>Criterion" data-en="Evaluation<br>Criterion"> Evaluation <br> Criterion </div>
</div><div class="hier-arrow"> → </div><div class="hier-box"><div class="hb-code"> R </div>
<div class="hb-name" data-i18n data-ja="Evaluation<br>Rubric" data-en="Evaluation<br>Rubric"> Evaluation <br> Rubric </div>
</div><div class="hier-arrow"> → </div><div class="hier-box out"><div class="hb-code"> v* </div>
<div class="hb-name" data-i18n data-ja="Evaluation Standard<br>（標準評価）" data-en="Evaluation Standard<br>(standard evaluation)"> Evaluation Standard <br> （標準評価） </div>
</div><div class="hier-arrow"> → </div><div class="hier-box"><div class="hb-code"> EM </div>
<div class="hb-name" data-i18n data-ja="Evaluation<br>Measure" data-en="Evaluation<br>Measure"> Evaluation <br> Measure </div>
</div></div><p data-i18n data-ja="再現可能性についての説明も、これまでの記事と同じ精度で統一しています。SEGTが保証するのは、同一の評価者集団・同一の入力・同一のN・同一のRであれば、常にv*が再現されるということです。異なる評価者集団間の収束性については、引き続き実証研究を重ねています。" data-en="The explanation of reproducibility is also aligned, site-wide, with the same precision as our earlier posts. What SEGT guarantees is that v* is always reproduced given the same evaluator group, the same input, the same N, and the same rubric. Whether different evaluator groups converge on the same result remains an area of ongoing empirical research.">再現可能性についての説明も、これまでの記事と同じ精度で統一しています。SEGTが保証するのは、同一の評価者集団・同一の入力・同一のN・同一のRであれば、常にv*が再現されるということです。異なる評価者集団間の収束性については、引き続き実証研究を重ねています。</p></div>
</section><!-- 02 実証データ --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 02 — <span data-i18n data-ja="実証データ" data-en="Evidence">実証データ</span></div>
<h2 data-i18n data-ja="20.8点のブレが0.2点差に。あの実例が、トップページに" data-en="A 20.8-point gap narrows to 0.2 points — now featured on our top page">20.8点のブレが0.2点差に。あの実例が、トップページに</h2><p data-i18n data-ja="第1回の記事でご紹介した「越中八尾」「EcoBottle」のライブデモデータ——3種類のAIペルソナ審査員の評価が最大20.8点ブレたケースが、SEGT収束後にはわずか0.2点差の標準評価に収まった実例——を、TOPページとメタ評価エンジンページの主要な実証材料として掲載しました。ルーブリックの設計が評価の方向性を左右することを示すAG／BGルーブリック比較（差7.3点→0.2点）のデータも、あわせて公開しています。" data-en="The live-demo data from our first post — &quot;Ecchu-Yao&quot; and &quot;EcoBottle,&quot; where three AI persona judges' scores drifted by up to 20.8 points before converging to a standard evaluation just 0.2 points apart — is now featured as key evidence on both the Top page and the Meta-Evaluation Engine page. We've also published the AG/BG rubric comparison (a 7.3-point gap narrowing to 0.2) that shows how rubric design shapes the direction of an evaluation.">第1回の記事でご紹介した「越中八尾」「EcoBottle」のライブデモデータ——3種類のAIペルソナ審査員の評価が最大20.8点ブレたケースが、SEGT収束後にはわずか0.2点差の標準評価に収まった実例——を、TOPページとメタ評価エンジンページの主要な実証材料として掲載しました。ルーブリックの設計が評価の方向性を左右することを示すAG／BGルーブリック比較（差7.3点→0.2点）のデータも、あわせて公開しています。</p><div class="mini-grid rv"><div class="mini-card"><div class="mc-lbl"> UPDATE </div>
<div class="mc-t" data-i18n data-ja="ライブデモ実演データの掲載" data-en="Live demo evidence, now public"> ライブデモ実演データの掲載 </div>
<div class="mc-d" data-i18n data-ja="越中八尾・EcoBottleの実値、AG／BGルーブリック比較を、メタ評価エンジンページで全て公開しています。" data-en="The full Ecchu-Yao and EcoBottle figures, along with the AG/BG rubric comparison, are published in full on the Meta-Evaluation Engine page."> 越中八尾・EcoBottleの実値、AG／BGルーブリック比較を、メタ評価エンジンページで全て公開しています。 </div>
</div><div class="mini-card tl"><div class="mc-lbl"> NEW </div><div class="mc-t" data-i18n data-ja="HITL自動化レベル Lv0〜4 の新設" data-en="New: HITL automation levels Lv0–4"> HITL自動化レベル Lv0〜4 の新設 </div>
<div class="mc-d" data-i18n data-ja="SAE J3016の考え方を評価プロセスに適用した表を新設。eval000が推奨するのはLv4——人間がNを定義し、収束結果を最終確認する構造です。" data-en="A new table applies the SAE J3016 automation-level framework to evaluation. eval000 recommends Lv4: humans define N and give final sign-off on the converged result."> SAE J3016の考え方を評価プロセスに適用した表を新設。eval000が推奨するのはLv4——人間がNを定義し、収束結果を最終確認する構造です。 </div>
</div></div></div></section><!-- 03 分野の再編 --><section class="post-sec alt"><div class="con"><div class="sec-eyebrow"> 03 — <span data-i18n data-ja="適用分野の再編" data-en="Reorganizing Solution Domains">適用分野の再編</span></div>
<h2 data-i18n data-ja="6分野から5分野へ。新設「比較評価・ベンダー選定」" data-en="From six domains to five — introducing &quot;Comparison &amp; Procurement&quot;">6分野から5分野へ。新設「比較評価・ベンダー選定」</h2><p data-i18n data-ja="Solutionsページでは、これまでの6つの適用分野（スタートアップ支援機関・企業内新規事業・ビジネスコンテスト・従業員表彰・公的機関・研究グラント）を、①コンテスト・審査・表彰、②人事評価・採用選考、③比較評価・ベンダー選定、④新サービス・新事業開発、⑤研究・教育・非営利という5つの分野に整理しました。特に③の「比較評価・ベンダー選定」は、B2B調達・RFP評価を対象とした新設の分野です。" data-en="On the Solutions page, we've reorganized our previous six domains — startup-support organizations, in-house new business ventures, business contests, employee recognition, public-sector bodies, and research grants — into five: ① Contests, Judging &amp; Awards, ② HR Evaluation &amp; Recruitment, ③ Comparison &amp; Procurement, ④ New Service &amp; Business Development, and ⑤ Research, Education &amp; Nonprofit. Domain ③, &quot;Comparison &amp; Procurement,&quot; is entirely new, covering B2B procurement and RFP evaluation.">Solutionsページでは、これまでの6つの適用分野（スタートアップ支援機関・企業内新規事業・ビジネスコンテスト・従業員表彰・公的機関・研究グラント）を、①コンテスト・審査・表彰、②人事評価・採用選考、③比較評価・ベンダー選定、④新サービス・新事業開発、⑤研究・教育・非営利という5つの分野に整理しました。特に③の「比較評価・ベンダー選定」は、B2B調達・RFP評価を対象とした新設の分野です。</p><p data-i18n data-ja="B2B調達領域については、まだ検討中の段階の内容も含まれます。詳しくは別記事でご紹介する予定です。" data-en="Some of the content in the B2B procurement domain is still under development. We plan to cover it in more depth in a future post.">B2B調達領域については、まだ検討中の段階の内容も含まれます。詳しくは別記事でご紹介する予定です。</p></div>
</section><!-- 04 料金・運営体制 --><section class="post-sec"><div class="con"><div class="sec-eyebrow"> 04 — <span data-i18n data-ja="料金・運営体制" data-en="Pricing &amp; Team">料金・運営体制</span></div>
<h2 data-i18n data-ja="Essentialの料金体系を明示し、運営体制も改めてご紹介します" data-en="Essential's pricing, now explicit — and a fresh look at our team">Essentialの料金体系を明示し、運営体制も改めてご紹介します</h2><p data-i18n data-ja="eval000 Essentialの料金は、ビジネスコンテスト分野は設定済みテンプレートを採用するためセットアップ費¥0、その他分野は新規ルーブリック・ペルソナ設計費¥80,000／案件です。件数に応じた段階課金（〜100件：¥4,000〜¥5,000／件など）も含め、詳細はEssentialページでご確認いただけます。" data-en="For eval000 Essential, business-contest projects use pre-configured templates, so the setup fee is ¥0; other domains carry a new rubric and persona design fee of ¥80,000 per project. Tiered per-item pricing (e.g., ¥4,000–¥5,000/item for the first 100 items) and further detail are available on the Essential page.">eval000 Essentialの料金は、ビジネスコンテスト分野は設定済みテンプレートを採用するためセットアップ費¥0、その他分野は新規ルーブリック・ペルソナ設計費¥80,000／案件です。件数に応じた段階課金（〜100件：¥4,000〜¥5,000／件など）も含め、詳細はEssentialページでご確認いただけます。</p><div class="price-teaser rv"><div class="price-chip"><div class="pc-name" data-i18n data-ja="① ビジネスコンテスト分野" data-en="① Business Contests"> ① ビジネスコンテスト分野 </div>
<div class="pc-amt"> ¥0 </div><div class="pc-sub" data-i18n data-ja="設定済みテンプレート・セットアップ費不要" data-en="Pre-configured template — no setup fee"> 設定済みテンプレート・セットアップ費不要 </div>
</div><div class="price-chip"><div class="pc-name" data-i18n data-ja="② その他分野" data-en="② Other Domains"> ② その他分野 </div>
<div class="pc-amt"> ¥80,000 </div><div class="pc-sub" data-i18n data-ja="新規ルーブリック・ペルソナ設計／案件" data-en="New rubric &amp; persona design / project"> 新規ルーブリック・ペルソナ設計／案件 </div>
</div></div><p data-i18n data-ja="About Usページでは、共同事業運営体制も改めてご紹介しています。特許権者・技術監修を務める里吉竜一氏は、横浜市立大学大学院経済学研究科修士課程を修了し、現在は東京福祉大学に所属。事業運営を担う株式会社テンプロクシー代表取締役の武道誠芳氏は、里吉氏と同じ千賀重義教授のゼミの同期にあたります。同社は1995年の創業以来30年超の実績を持ち、mo4ma（GEN.1）・award-of（GEN.2）に続く3世代目のプロダクトとしてeval000（GEN.3）を展開しています。" data-en="On the About Us page, we've also refreshed the introduction to our joint operating structure. Ryuichi Satoyoshi, who holds the patent and oversees technical supervision, completed a master's degree at the Graduate School of Economics, Yokohama City University, and is currently affiliated with Tokyo Fukushi University. Seiho Budo, Representative Director of TEN PROXY Co., Ltd., which runs the business side, studied in the same seminar under Prof. Yoshiyuki Senga as a classmate of Satoyoshi's. Founded in 1995, TEN PROXY has over 30 years of track record, and eval000 (GEN.3) is its third-generation product, following mo4ma (GEN.1) and award-of (GEN.2).">About Usページでは、共同事業運営体制も改めてご紹介しています。特許権者・技術監修を務める里吉竜一氏は、横浜市立大学大学院経済学研究科修士課程を修了し、現在は東京福祉大学に所属。事業運営を担う株式会社テンプロクシー代表取締役の武道誠芳氏は、里吉氏と同じ千賀重義教授のゼミの同期にあたります。同社は1995年の創業以来30年超の実績を持ち、mo4ma（GEN.1）・award-of（GEN.2）に続く3世代目のプロダクトとしてeval000（GEN.3）を展開しています。</p><div class="team-grid rv"><div class="team-card"><div class="tc-role" data-i18n data-ja="甲／特許権者・技術監修" data-en="Party A / Patent Holder &amp; Technical Supervision"> 甲／特許権者・技術監修 </div>
<div class="tc-name"> 里吉 竜一 <span style="font-size:0.7rem;color:var(--muted);">Ryuichi Satoyoshi</span></div>
<div class="tc-d" data-i18n data-ja="横浜市立大学大学院経済学研究科修士課程修了。現在、東京福祉大学に所属。メタ評価エンジンの特許出願人として技術監修・評価設計の品質保証を担当。" data-en="Completed a master's degree at the Graduate School of Economics, Yokohama City University. Currently affiliated with Tokyo Fukushi University. As the patent applicant for the meta-evaluation engine, oversees technical supervision and quality assurance of evaluation design."> 横浜市立大学大学院経済学研究科修士課程修了。現在、東京福祉大学に所属。メタ評価エンジンの特許出願人として技術監修・評価設計の品質保証を担当。 </div>
</div><div class="team-card"><div class="tc-role" data-i18n data-ja="乙／ビジネス主体・事業運営" data-en="Party B / Business Operator"> 乙／ビジネス主体・事業運営 </div>
<div class="tc-name"> 武道 誠芳 <span style="font-size:0.7rem;color:var(--muted);">Seiho Budo</span></div>
<div class="tc-d" data-i18n data-ja="株式会社テンプロクシー代表取締役。里吉氏と同じ千賀重義教授ゼミの同期。1995年の同社設立以来、IT・事業開発・Go-to-Market支援を主軸に30年超の実績を持つ。" data-en="Representative Director of TEN PROXY Co., Ltd. A classmate of Satoyoshi's in the same seminar under Prof. Yoshiyuki Senga. Since founding the company in 1995, has built over 30 years of experience centered on IT, business development, and go-to-market support."> 株式会社テンプロクシー代表取締役。里吉氏と同じ千賀重義教授ゼミの同期。1995年の同社設立以来、IT・事業開発・Go-to-Market支援を主軸に30年超の実績を持つ。 </div>
</div></div><div class="cta-box rv"><div class="ct-tag" data-i18n data-ja="リニューアルしたサイトをご覧ください" data-en="Explore the Renewed Site"> リニューアルしたサイトをご覧ください </div>
<h3 data-i18n data-ja="SEGTの設計言語と実証データを、サイトで確認できます" data-en="See SEGT's design language and evidence for yourself">SEGTの設計言語と実証データを、サイトで確認できます</h3><p data-i18n data-ja="TOPページのライブデモ実例から、Essentialの料金体系まで。ご不明点があればお気軽にお問い合わせください。" data-en="From the live-demo evidence on our top page to Essential's full pricing — take a look, and feel free to reach out with any questions.">TOPページのライブデモ実例から、Essentialの料金体系まで。ご不明点があればお気軽にお問い合わせください。</p><div class="btn-row"><a class="btn" href="https://www.eval000.ai/" data-i18n data-ja="サイトを見る →" data-en="Visit the Site →">サイトを見る →</a><a class="btn ghost" href="https://www.eval000.ai/contact" data-i18n data-ja="お問い合わせ →" data-en="Contact Us →">お問い合わせ →</a></div>
</div><div class="author-box"><div class="author-avatar"> 乙 </div><div><div class="author-name"> 株式会社テンプロクシー（award-of）編集部 </div>
<div class="author-role"> eval000.ai / award-of.net </div><div class="author-bio" data-i18n data-ja="eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。" data-en="eval000 is a meta-evaluation AI platform operated under a joint operation agreement between patent holder Ryuichi Satoyoshi and TEN PROXY Co., Ltd. As the Japan official partner of Award Force (Australia, 50+ countries), we drive DX for contests, reviews, and awards."> eval000は、特許権者・里吉 竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。Award Force（オーストラリア・50カ国以上）の日本正規パートナーとして、コンテスト・審査・表彰のDXを推進しています。 </div>
</div></div></div></section><footer><div class="footer-l"><span class="footer-brand">eval000.ai</span><span>Site Update / award-of × 株式会社テンプロクシー</span></div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Mon, 10 Aug 2026 10:51:05 +0900</pubDate></item><item><title><![CDATA[8/5 (Wed.) eval000 体験セミナー＆デモ]]></title><link>https://www.eval000.ai/blogs/post/seminar</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/eval000_peatix_cover_1840x900.png"/>AI評価のノイズ・バイアス・誤差を数学的に除去する仕組みを、8月5日開催の無料オンラインセミナーでライブデモ体験。IOTEIR 2026国際学会発表と連動した、国内初公開の解説セミナーです。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_cH49EyCRdtJyQu9FZmOjqg" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>AI評価のノイズ・バイアス・誤差を数学的に除去する仕組みを、8月5日開催の無料オンラインセミナーでライブデモ体験。IOTEIR 2026国際学会発表と連動した、国内初公開の解説セミナーです。</span></p></div>
</div><div data-element-id="elm_9aZq7rDEKq5sCwNxGOEpYw" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><meta charset="UTF-8"><meta name="viewport" content="width=device-width, initial-scale=1.0"><title>eval000 体験セミナー＆デモ 開催告知 ｜ eval000.ai ブログ</title><meta name="description" content="評価のラディカルイノベーション。AI評価のノイズ・バイアスを数学的に除去するメタ評価エンジン eval000 の体験セミナー＆ライブデモを2026年8月5日（水）15:00〜16:00 オンラインにて開催。参加無料・定員10名。"><link rel="preconnect" href="https://fonts.googleapis.com"><link rel="preconnect" href="https://fonts.gstatic.com" crossorigin><link href="https://fonts.googleapis.com/css2?family=Noto+Serif+JP:wght@400;700&amp;family=Noto+Sans+JP:wght@300;400;500;600&amp;family=DM+Mono:wght@400;500&amp;display=swap" rel="stylesheet"><style> :root{ --navy:#06102a;--navy2:#0d1f4a;--navy3:#142660; --blue:#2a5cff;--blue2:#5b82ff;--blue3:#93afff; --blue-dim:rgba(42,92,255,.10);--blue-dim2:rgba(42,92,255,.20); --ink:#1c1c1e;--ink2:#48484f;--ink3:#86868b; 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.stat-bar{grid-template-columns:repeat(2,1fr);} .stat:nth-child(2){border-right:none;} .demo-grid{grid-template-columns:1fr;} .ioteir-wrap{grid-template-columns:1fr;} .cta-box{padding:36px 24px;} footer{flex-direction:column;text-align:center;} } </style><nav class="nav"><a class="nav-logo" href="https://www.eval000.ai/">eval000</a><a class="nav-cta" href="https://tenproxy.peatix.com/view" target="_blank" rel="noopener"> 申し込む（無料）→ </a></nav><!-- HERO --><header class="hero"><div class="hero-inner"><div class="hero-cat"><div class="hero-dot"></div>セミナー・イベント告知 </div>
<h1>評価のラディカルイノベーション<br> — <em>eval000</em> 体験セミナー＆デモ</h1><p class="hero-sub">AI評価のノイズ・バイアス・誤差を数学的に除去する「メタ評価エンジン」をライブデモで体験してください。 IOTEIR 2026（国際学会）発表論文と連動した、国内初公開の解説付きセミナーです。</p><div class="hero-meta"><div class="chip"><svg viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2"><rect x="3" y="4" width="18" height="18" rx="2"/><line x1="16" y1="2" x2="16" y2="6"/><line x1="8" y1="2" x2="8" y2="6"/><line x1="3" y1="10" x2="21" y2="10"/></svg> 2026年8月5日（水）15:00〜16:00 </div>
<div class="chip"><svg viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2"><circle cx="12" cy="12" r="10"/><line x1="2" y1="12" x2="22" y2="12"/><path d="M12 2a15.3 15.3 0 010 20M12 2a15.3 15.3 0 000 20"/></svg> オンライン（Zoom） </div>
<div class="chip accent"> 参加無料 </div><div class="chip"> 定員10名（先着順） </div></div><a class="hero-cta" href="https://tenproxy.peatix.com/view" target="_blank" rel="noopener"> Peatix で申し込む（無料） <svg width="16" height="16" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2.5"><line x1="5" y1="12" x2="19" y2="12"/><polyline points="12 5 19 12 12 19"/></svg></a></div>
<div class="stat-bar"><div class="stat"><div class="stat-val"> ▲90% </div><div class="stat-lbl"> 一次審査工数削減 </div>
</div><div class="stat"><div class="stat-val"> ×12 </div><div class="stat-lbl"> 処理能力向上 </div>
</div><div class="stat"><div class="stat-val"> 0.87 </div><div class="stat-lbl"> Kappa係数 </div>
</div><div class="stat"><div class="stat-val"> 100% </div><div class="stat-lbl"> 全員FB自動配信 </div>
</div></div></header><!-- CONTENT --><main class="content"><!-- 課題提起 --><section class="sec"><h2>こんな課題はありませんか？</h2><div class="chk-list"><div class="chk-item"><div class="chk-ic"> ? </div><span>審査員によって評価スコアが大きく変わってしまう</span></div>
<div class="chk-item"><div class="chk-ic"> ? </div><span>ビジネスプランや提案書の評価に膨大な時間がかかっている</span></div>
<div class="chk-item"><div class="chk-ic"> ? </div><span>生成AIを評価に使ってみたが、Claude と DeepSeek で結果が全然違う</span></div>
<div class="chk-item"><div class="chk-ic"> ? </div><span>応募者全員へのフィードバックを届けたいが、工数的に無理</span></div>
<div class="chk-item"><div class="chk-ic"> ? </div><span>「なぜこの評価になったのか」の説明責任に困っている</span></div>
</div><div class="callout"> これらはすべて<strong>「評価のノイズ・バイアス・誤差」</strong>が原因です。eval000は、この問いに真正面から向き合いました。「どう評価するか」ではなく「<strong>評価を、どう評価するか</strong>」——メタ評価という発想の転換で、ノイズ0・バイアス0・誤差0の評価インフラを実現します。 </div>
</section><!-- セミナー内容 --><section class="sec"><h2>セミナーで体験できること</h2><div class="tl"><div class="tl-item"><div class="tl-dot"></div>
<div class="tl-time"> 15:00 〜 15:10 </div><div class="tl-title"> Part 1 — 評価・メタ評価とは何か </div>
<div class="tl-desc"> 代表的な評価手法の限界と、生成AIも解決できない理由をPoC実証データから解説。「評価の適切性を評価する＝メタ評価」という発想の転換。 </div>
</div><div class="tl-item"><div class="tl-dot"></div><div class="tl-time"> 15:10 〜 15:20 </div>
<div class="tl-title"> Part 2 — 標準評価生成モデルとは（IOTEIR 2026 連動） </div><div class="tl-desc"> バナッハの固定点定理を応用した標準評価生成モデルの仕組みを、数式なしのビジュアルで直感的に解説。AIが決めるのではなく「人間の評価を数学的に標準化する」本質。 </div>
</div><div class="tl-item hl"><div class="tl-dot"></div><div class="tl-time"> 15:20 〜 15:50 </div>
<div class="tl-title"> Part 3 — ライブデモ <span class="tl-badge">★ メインパート</span></div>
<div class="tl-desc"> ① Claude vs DeepSeek の評価結果比較（PoC実証データ） ② 2種類のルーブリックによる評価結果の変化 ③ 5ペルソナ審査員のバラつきスコアが固定点へ収束する瞬間をリアルタイムで体験。 </div>
</div><div class="tl-item"><div class="tl-dot"></div><div class="tl-time"> 15:50 〜 16:00 </div>
<div class="tl-title"> Part 4 — Essential サービス紹介・PoC 提案 &amp; Q&amp;A </div><div class="tl-desc"> eval000 Essentialサービスの概要と3ヶ月PoCのご提案。個別相談希望者はセミナー後にご案内します。 </div>
</div></div></section><!-- デモ画面 --><section class="sec"><h2>デモ画面 — 実際の動作イメージ</h2><p>セミナーでは以下の画面を使ったリアルタイムデモを実施します。PDF審査から収束計算まで、実際に動く eval000 をお見せします。</p><div class="demo-grid"><div class="demo-card"><img src="https://www.eval000.aidata:image/jpeg;base64,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" alt="PHASE 1 — PDF審査・3LLM評価画面" loading="lazy"><div class="demo-card-label"> PHASE 1 — PDF審査・3LLM評価 </div>
</div><div class="demo-card"><img 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" alt="PHASE 2 — SEGT収束計算画面" loading="lazy"><div class="demo-card-label"> PHASE 2 — SEGT収束計算・標準評価 </div>
</div></div><p style="font-size:13px;color:var(--ink3);">左：3つのLLM（実績派・革新派・バランス派）がビジネスプランを評価し、軸別スコアと評価コメントを生成。 右：SEGT収束計算エンジンが18回のイテレーションでスコアを固定点へ収束させ、標準評価スコア（V*）を算出します。</p></section><!-- IOTEIR連動 --><section class="sec"><h2>IOTEIR 2026 国際学会発表と連動</h2><div class="ioteir-wrap"><img class="ioteir-img" 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alt="IOTEIR 2026 Flyer" loading="lazy"><div class="ioteir-body"><h3>"From Evaluation to Standard Generation"</h3><p>本セミナーは、2026年7月28〜29日に米国ブリッジウォーター州立大学（マサチューセッツ州）で開催された国際会議 <strong>IOTEIR 2026</strong>（International Organization of Technology Educators and Innovative Researchers）にて発表された研究の国内初公開解説と連動しています。</p><div class="ioteir-meta"> 発表者：里吉 竜一（Ryuichi Satoyoshi） <br> 所属：東京福祉大学 <br> 発表論文："From Evaluation to Standard Generation: <br> 　A Generative AI-Based Model for Reproducible Educational Assessment" <br> 特許出願番号：特願2026-096693 </div>
</div></div></section><!-- 対象者 --><section class="sec"><h2>こんな方におすすめです</h2><div class="chk-list"><div class="chk-item"><div class="chk-ic"> ✓ </div><span>スタートアップ支援機関（JETRO・J-Startup・地域SV等）の審査担当者</span></div>
<div class="chk-item"><div class="chk-ic"> ✓ </div><span>ビジネスコンテスト・企業内新規事業の審査に関わる方</span></div>
<div class="chk-item"><div class="chk-ic"> ✓ </div><span>HR・人事部門で従業員表彰や人材評価の公正性に課題を感じている方</span></div>
<div class="chk-item"><div class="chk-ic"> ✓ </div><span>行政・公的機関の補助金審査担当者</span></div>
<div class="chk-item"><div class="chk-ic"> ✓ </div><span>生成AIを評価業務に活用しようとして限界を感じている方</span></div>
</div></section><!-- 概要表 --><section class="sec"><h2>セミナー概要</h2><table class="ov-table"><tbody><tr><th>開催日時</th><td>2026年8月5日（水）15:00〜16:00（日本時間）</td></tr><tr><th>形式</th><td>オンライン（Zoom）※お申し込み後にURLをお送りします</td></tr><tr><th>参加費</th><td><strong>無料</strong></td></tr><tr><th>定員</th><td><strong>10名（先着順）</strong></td></tr><tr><th>対象</th><td>評価・審査・選考に関わる方（業種・職種不問）</td></tr><tr><th>登壇</th><td>里吉 竜一（IOTEIR 2026 発表者・特許出願中）</td></tr><tr><th>主催</th><td>eval000.ai / 株式会社テンプロクシー（award-of パートナー）</td></tr><tr><th>申込</th><td><a href="https://tenproxy.peatix.com/view" target="_blank" rel="noopener" style="color:var(--blue);">Peatix から申し込む →</a></td></tr></tbody></table></section><!-- CTA --><div class="cta-box"><div class="cta-box-in"><h3>参加申込・お問い合わせ</h3><p>定員<strong style="color:rgb(255, 255, 255);">10名・先着順</strong>です。お早めにお申し込みください。<br> 個別のPoC相談・デモ依頼もお気軽にどうぞ。</p><a class="btn-cta" href="https://tenproxy.peatix.com/view" target="_blank" rel="noopener"> Peatix で申し込む（無料） <svg width="16" height="16" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2.5"><line x1="5" y1="12" x2="19" y2="12"/><polyline points="12 5 19 12 12 19"/></svg></a></div>
</div><div class="tags"><span class="tag">メタ評価</span><span class="tag">評価DX</span><span class="tag">生成AI</span><span class="tag">ビジネスプラン評価</span><span class="tag">IOTEIR 2026</span><span class="tag">固定点収束</span><span class="tag">無料セミナー</span><span class="tag">審査DX</span></div>
<p class="notice">※ 本セミナーは eval000 の技術紹介・Essential サービスのご案内を目的としています。参加者の情報は当社プライバシーポリシーに従って取り扱います。特許出願中（里吉 竜一氏）。© 2026 TEN PROXY Co., Ltd. / award-of.</p></main><footer><div class="footer-logo"> eval000.ai — Noise 0 · Bias 0 · Error 0 </div>
<div class="footer-copy"> © 2026 TEN PROXY Co., Ltd. / award-of. All rights reserved. </div>
</footer></div></div></div></div></div></div></div>]]></content:encoded><pubDate>Wed, 15 Jul 2026 11:07:30 +0900</pubDate></item><item><title><![CDATA[eval000 Essential リリース]]></title><link>https://www.eval000.ai/blogs/post/essential</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/eval000_essential_logo_traspearant.png"/>eval000メタ評価エンジンの核心技術を、より速く・シンプルに届ける新サービス「eval000 Essential」を7月7日に提供開始。評価アウトソーシングサービスとして、より利用しやすい形でご案内します。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_0X_u6fNdsac4ia7QOItAMQ" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>eval000メタ評価エンジンの核心技術を、より速く・シンプルに届ける新サービス「eval000 Essential」を7月7日に提供開始。評価アウトソーシングサービスとして、より利用しやすい形でご案内します。</span></p></div>
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.cta-final{background:linear-gradient(135deg,var(--royal),var(--royal-dark));border-radius:var(--rl);padding:34px 30px;text-align:center;margin-top:8px;} .cta-final .cta-tag{font-family:var(--mono);font-size:10.5px;letter-spacing:.16em;text-transform:uppercase;color:#bcdcff;margin-bottom:10px;} .cta-final h3{font-family:var(--serif);font-size:18px;font-weight:700;color:#fff;margin-bottom:10px;} .cta-final p{font-size:13px;color:rgba(255,255,255,.8);margin-bottom:20px;} .cta-btn-row{display:flex;gap:12px;justify-content:center;flex-wrap:wrap;} .cta-btn{display:inline-block;padding:12px 24px;background:#fff;color:var(--royal);font-weight:700;font-size:13.5px;border-radius:6px;text-decoration:none;} .cta-btn.ghost{background:rgba(255,255,255,.14);color:#fff;border:1.5px solid rgba(255,255,255,.4);text-decoration:none;} </style><div class="e0"><div class="e0-header"><div class="e0-inner"><div class="e0-hd-eye"> News ／ 2026年7月7日提供開始 </div><span class="e0-hd-tag">2026.08 内容改訂</span><h1 class="e0-hd-title">eval000メタ評価エンジンの核心技術を、よりシンプルに。<br> 評価アウトソーシングサービス「eval000 Essential」提供中</h1><p class="e0-hd-catch">eval000は、メタ評価エンジンの核心技術をそのまま活用し、より速く・よりシンプルに・ご利用いただきやすい形で評価アウトソーシングサービスとして提供する「eval000 Essential」を、2026年7月7日より提供開始しました。本記事は、その後拡充されたサービス内容に合わせて改訂した最新版です。</p></div>
</div><div class="sec"><div class="e0-inner"><div class="e0-revnote"><p>※本記事は2026年7月7日公開の提供開始告知を、現在の<a href="https://www.eval000.ai/service">Essentialサービスページ</a>の内容（機能・適用分野・料金体系）に合わせて改訂したものです。最新の詳細・お見積りは必ずサービスページをご確認ください。</p></div>
<p>eval000 Essentialは、eval000メタ評価エンジンの核心技術をそのまま活用し、評価アウトソーシングサービスとして提供するサービスです。フルプラットフォームと同じ技術基盤を持ちながら、よりシンプル・より速く・ご利用いただきやすい形で評価の現場に届けます。SaaS契約は不要で、お見積りからすぐに始められます。</p><div class="kpi-row"><div class="kpi-cell"><div class="kpi-num"> 90% </div>
<div class="kpi-label"> 一次審査工数削減 </div><div class="kpi-note"> 最大値・条件により異なります </div>
</div><div class="kpi-cell"><div class="kpi-num"> 12× </div><div class="kpi-label"> 審査処理能力 </div>
<div class="kpi-note"> 当社試算値 </div></div><div class="kpi-cell"><div class="kpi-num"> 100% </div>
<div class="kpi-label"> 全員FBレポート配信 </div><div class="kpi-note"> 応募者全員に自動配信 </div>
</div><div class="kpi-cell"><div class="kpi-num"> ≥0.87 </div><div class="kpi-label"> Kappa係数（目標値） </div>
<div class="kpi-note"> 審査員間評価一致度 </div></div></div></div></div><div class="sec alt"><div class="e0-inner"><div class="sec-eye"> 01 — Core Features </div>
<h2>4つの機能で評価プロセスを再設計する</h2><p>ルーブリック設計から標準評価生成・全員FB配信まで、評価アウトソーシングをワンストップで提供します。</p><div class="feat-card"><div class="feat-tag"> FEATURE 01 </div>
<h3>ルーブリック・外生の原理N 専用設計</h3><p>ビジネスコンテスト・補助金審査・採用選考の目的に合わせ、外生の原理N（External Principle N）とEvaluation Rubricを専用設計します。Nの品質がv*の品質を決定する最重要ステップです。</p></div>
<div class="feat-card"><div class="feat-tag"> FEATURE 02 </div><h3>AIペルソナ審査員 × 5アンサンブル評価</h3><p>専門視点の異なる5名のAIペルソナ審査員が独立して並列評価を実施。時刻・順番・疲労によるノイズを排除し、評価者ごとのバラつきを可視化します。</p></div>
<div class="feat-card"><div class="feat-tag"> FEATURE 03 </div><h3>SEGT収束計算 — Evaluation Standard v* の生成</h3><p>ペルソナ間のバラつきをBanach固定点定理に基づく反復収束で除去し、Nに拘束されたEvaluation Standard v*を生成します。</p><div class="formula"> v* = F_N(v*, R) </div>
</div><div class="feat-card"><div class="feat-tag"> FEATURE 04 </div><h3>全員FBレポート自動生成・配信</h3><p>受賞・採択・落選を問わず、応募者全員にv*の収束過程を根拠とした評価フィードバックレポートを自動生成・配信します。審査の説明責任と応募者体験を同時に実現します。</p></div>
<div class="note-box"><p>実際の管理画面「SEGT Monitor」では、PHASE 1（実務派・革新派・バランス派による3LLM一次評価）→ PHASE 2（18回の反復によるSEGT収束計算）という流れをリアルタイムで確認できます。画面イメージは<a href="https://www.eval000.ai/service">サービスページ</a>でご覧いただけます。</p></div>
</div></div><div class="sec"><div class="e0-inner"><div class="sec-eye"> 02 — Application Scope </div>
<h2>eval000 Essentialの適用範囲</h2><p>評価対象が「書類テキスト」として提出される場面であれば、SEGT収束を適用できます。当初ご案内していた「研修・社内表彰」を含む4つの利用シーンは、現在は次の3分野に整理してご案内しています。</p><div class="domain-grid"><div class="domain-card"><div class="domain-ic"> 🏆 </div>
<h4>コンテスト・審査・表彰</h4><p>ビジネスコンテスト・SV支援機関・スタートアップ大賞・大学主催コンテスト・従業員表彰・社内新規事業審査。Award ForceとのAPI連携で審査DXの全工程をカバー。</p></div>
<div class="domain-card"><div class="domain-ic"> 💼 </div><h4>補助金・助成金・政策評価</h4><p>ものづくり補助金・SBIR・地方創生補助金・省庁や自治体・財団の補助金審査、公的機関の政策評価。一次スクリーニングで審査工数を最大90%削減し、採択後のKPI評価にも対応。</p></div>
<div class="domain-card"><div class="domain-ic"> 👤 </div><h4>採用選考・人事評価</h4><p>中途・新卒採用の書類一次選考、360度評価・昇格審査。職務経歴書・志望動機書を評価対象とし、学歴・年次・社名バイアスをNで明示的に排除可能。</p></div>
</div></div></div><div class="sec alt"><div class="e0-inner"><div class="sec-eye"> 03 — Pricing </div>
<h2>料金</h2><p>件数は「1件＝1コンテンツ×1ルーブリック適用（WORD／PPTで10ページ／件が目安）」で算定します。案件ごとの明確な料金体系で、ご利用いただきやすい価格設計です。</p><div class="price-grid"><div class="price-card"><div class="pc-tag"> ① ビジネスコンテスト分野 </div>
<h4>設定済みテンプレートを採用</h4><div class="pc-val"> ¥0 </div><div class="pc-sub"> セットアップ費不要 </div>
</div><div class="price-card"><div class="pc-tag"> ② その他分野 </div><h4>新規ルーブリック・ペルソナ設計</h4><div class="pc-val"> ¥80,000 </div>
<div class="pc-sub"> ／案件（税別） </div></div></div><table class="tier"><tbody><tr><th>件数帯</th><th>単価（税別）</th><th>段階課金の考え方</th></tr><tr><td>〜100件</td><td>¥4,000〜¥5,000／件</td><td>1〜100件目に適用</td></tr><tr><td>100〜200件</td><td>¥2,500〜¥3,500／件</td><td>101〜200件目に適用</td></tr><tr><td>200〜300件</td><td>¥1,800〜¥2,500／件</td><td>201〜300件目に適用</td></tr></tbody></table><div class="example-box"><div class="ex-tag"> EXAMPLE 01 — ビジネスコンテスト分野・150件の場合 </div>
<div class="ex-row"><span>セットアップ費</span><span>¥0</span></div><div class="ex-row"><span>1〜100件目（@¥4,500）</span><span>¥450,000</span></div>
<div class="ex-row"><span>101〜150件目（@¥3,000）</span><span>¥150,000</span></div><div class="ex-row"><span>合計（税別）</span><span>¥600,000</span></div>
</div><div class="example-box"><div class="ex-tag"> EXAMPLE 02 — その他分野・80件の場合 </div>
<div class="ex-row"><span>セットアップ費</span><span>¥80,000</span></div><div class="ex-row"><span>1〜80件目（@¥4,500）</span><span>¥360,000</span></div>
<div class="ex-row"><span>合計（税別）</span><span>¥440,000</span></div></div><p style="font-size:11.5px;color:var(--tx3);">※上記は標準的な価格帯です。最終的な単価・最低受注額は、コンテンツ内容・言語・納期に応じてお見積り時にご提示します。10ページ／件を超えるコンテンツの件数換算は個別にご案内します。</p></div>
</div><div class="sec"><div class="e0-inner"><div class="sec-eye"> 04 — Why eval000 Essential </div>
<h2>生成AI直接利用との本質的な違い</h2><p>生成AIは評価を便利にしましたが、正確にしたわけではありません。eval000 Essentialが解決する本質的な問題を整理します。</p><table class="compare"><tbody><tr><th>評価軸</th><th>eval000 Essential</th><th>生成AI直接利用</th></tr><tr><td>評価基準の明文化</td><td class="ok">✓ 外生の原理Nとして明示</td><td class="ng">✗ プロンプト次第・再現困難</td></tr><tr><td>結果の再現性</td><td class="ok">✓ 同一チーム・同一N・Rで同一v*を保証</td><td class="ng">✗ モデル更新で結果が変わる</td></tr><tr><td>バイアス・ノイズの除去</td><td class="ok">✓ SEGT収束で数学的に除去</td><td class="ng">✗ AI自体にバイアスが内在</td></tr><tr><td>全員FBレポート</td><td class="ok">✓ v*収束根拠から自動生成</td><td class="ng">✗ 根拠の一貫性を担保できない</td></tr><tr><td>権威収束の排除</td><td class="ok">✓ 人数比・役職に依存しない固定点</td><td class="ng">✗ 人間の合議と同じ問題を内在</td></tr><tr><td>特許技術による保証</td><td class="ok">✓ 特願2026-096693</td><td class="ng">✗ 技術的根拠の透明性なし</td></tr></tbody></table></div>
</div><div class="sec alt"><div class="e0-inner"><div class="cta-final"><div class="cta-tag"> Get in Touch — No Obligation </div>
<h3>件数・評価基準が固まっていない段階でも、お気軽にご相談ください</h3><p>お見積りは無償です。NDAは最短即日、電子署名で対応します。</p><div class="cta-btn-row"><a class="cta-btn" href="https://www.eval000.ai/service">Essentialサービス詳細 →</a><a class="cta-btn ghost" href="https://www.eval000.ai/contact">お問い合わせ・お見積り依頼 →</a></div>
</div></div></div></div></div></div></div></div></div></div></div>]]></content:encoded><pubDate>Tue, 07 Jul 2026 18:11:33 +0900</pubDate></item><item><title><![CDATA[査読AIとeval000にみるHITLの本当の意味]]></title><link>https://www.eval000.ai/blogs/post/Lv4</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/Lv4.png"/>生成AIによる評価・査読の自動化はどこまで進んだのか。自動運転のレベル分類を借りて、論文査読AIとeval000のメタ評価技術がそれぞれどの段階に立っているのかを、責任の所在という観点から整理します。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_-QJKnc2JnwR09w64uou7tw" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>生成AIによる評価・査読の自動化はどこまで進んだのか。自動運転のレベル分類を借りて、論文査読AIとeval000のメタ評価技術がそれぞれどの段階に立っているのかを、責任の所在という観点から整理します。</span></p></div>
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@media(max-width:560px){.e0lvl-layer{grid-template-columns:1fr;}.e0lvl-hero{padding:48px 20px 40px;}.e0lvl-body{padding:40px 20px 10px;}} .e0lvl-root h1,.e0lvl-root h2,.e0lvl-root h3,.e0lvl-root h4,.e0lvl-root h5,.e0lvl-root h6{color:inherit!important;background:none!important;font-weight:700!important;letter-spacing:normal!important;} .e0lvl-root blockquote{margin:32px 0!important;padding:8px 0 8px 24px!important;border:none!important;border-left:2px solid var(--ink)!important;background:none!important;} .e0lvl-root p,.e0lvl-root li,.e0lvl-root span,.e0lvl-root td{color:inherit;} .e0lvl-table th{color:var(--text-d)!important;} </style><div class="e0lvl-root"><section class="e0lvl-hero"><div class="e0lvl-hero-in"><p class="e0lvl-eyebrow e0lvl-mono">EVAL000 FIELD NOTE — メタ評価技術解説</p><h1 class="e0lvl-title e0lvl-head">評価の自動運転は、いま何合目か<br> ——査読AIとeval000にみるHITLの本当の意味</h1><p class="e0lvl-lead">生成AIによる評価・査読の自動化は、この1〜2年で一気に実装段階に入りました。だが「どこまで自動化されたのか」を語る共通のものさしは、まだありません。本稿では自動運転のレベル分類を借りて、論文査読AIの実践知と、eval000のメタ評価技術がそれぞれどの段階に立っているのかを整理します。</p><div class="e0lvl-meta e0lvl-mono"><span>EVAL000.AI</span><span>技術考察</span><span>HITL / 自動化 / 責任設計</span></div>
</div></section><section class="e0lvl-diagram-wrap"><div class="e0lvl-diagram-in"><svg width="100%" viewBox="0 0 680 300" role="img"><title> 評価AIの自動化段階を自動運転レベルになぞらえた図 </title><desc> SAEレベル0から5までの階段状のバーで自動化度を示し、論文査読AIをレベル3、eval000フルおよびeval000 Essentialをいずれもレベル4相当の位置にマーカーで示す図。両者はレベルではなくODD（適用範囲）の定義で区別される。 </desc><defs><marker id="e0lvl-arrow" viewBox="0 0 10 10" refX="8" refY="5" markerWidth="6" markerHeight="6" orient="auto-start-reverse"><path d="M2 1L8 5L2 9" fill="none" stroke="#8B92A0" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/></marker></defs><line x1="50" y1="240" x2="640" y2="240" stroke="#39414C" stroke-width="0.5"/><g><rect x="60" y="222" width="76" height="18" fill="#2A313A"/><text x="98" y="234" text-anchor="middle" font-family="DM Mono, monospace" font-size="11" fill="#9BA2AC">Lv0</text></g><g><rect x="146" y="206" width="76" height="34" fill="#2A313A"/><text x="184" y="234" text-anchor="middle" font-family="DM Mono, monospace" font-size="11" fill="#9BA2AC">Lv1</text></g><g><rect x="232" y="188" width="76" height="52" fill="#2A313A"/><text x="270" y="234" text-anchor="middle" font-family="DM Mono, monospace" font-size="11" fill="#9BA2AC">Lv2</text></g><g><rect x="318" y="160" width="76" height="80" fill="#4A3420"/><text x="356" y="234" text-anchor="middle" font-family="DM Mono, monospace" font-size="11" fill="#E8A867">Lv3</text></g><g><rect x="404" y="120" width="76" height="120" fill="#4A3420"/><text x="442" y="234" text-anchor="middle" font-family="DM Mono, monospace" font-size="11" fill="#E8A867">Lv4</text></g><g><rect x="490" y="90" width="76" height="150" fill="#2F4640"/><text x="528" y="234" text-anchor="middle" font-family="DM Mono, monospace" font-size="11" fill="#7FC2B7">Lv5</text></g><text x="98" y="256" text-anchor="middle" font-size="10" fill="#6F757E">運転支援なし</text><text x="184" y="256" text-anchor="middle" font-size="10" fill="#6F757E">操舵/速度支援</text><text x="270" y="256" text-anchor="middle" font-size="10" fill="#6F757E">部分運転自動化</text><text x="356" y="256" text-anchor="middle" font-size="10" fill="#6F757E">条件付自動化</text><text x="442" y="256" text-anchor="middle" font-size="10" fill="#6F757E">高度自動化</text><text x="528" y="256" text-anchor="middle" font-size="10" fill="#6F757E">完全自動化</text><line x1="356" y1="150" x2="356" y2="130" stroke="#E8A867" stroke-width="1"/><circle cx="356" cy="128" r="3" fill="#E8A867"/><text x="356" y="112" text-anchor="middle" font-size="12" fill="#E8A867" font-family="Zen Kaku Gothic New, sans-serif">論文査読AI</text><text x="356" y="98" text-anchor="middle" font-size="10" fill="#9BA2AC">局面依存フォールバック</text><line x1="442" y1="120" x2="442" y2="104" stroke="#E8A867" stroke-width="1"/><circle cx="442" cy="102" r="3" fill="#E8A867"/><text x="442" y="88" text-anchor="middle" font-size="12" fill="#E8A867" font-family="Zen Kaku Gothic New, sans-serif">eval000 フル ※1</text><text x="442" y="74" text-anchor="middle" font-size="10" fill="#9BA2AC">一次評価＝人間＋AI（広いODD）</text><line x1="442" y1="68" x2="442" y2="56" stroke="#E8A867" stroke-width="0.5" stroke-dasharray="2 2"/><text x="442" y="46" text-anchor="middle" font-size="12" fill="#E8A867" font-family="Zen Kaku Gothic New, sans-serif">eval000 Essential ※1</text><text x="442" y="32" text-anchor="middle" font-size="10" fill="#9BA2AC">一次評価＝AIペルソナ（ODD限定）</text></svg><p class="e0lvl-diagram-cap e0lvl-mono">figure — 評価AIの自動化段階を自動運転レベルに写像した概念図。目的地設定（原理設定・最終判断）は写像の対象外</p><p class="e0lvl-diagram-cap e0lvl-mono">※1 — 一次評価から収束処理を経て標準評価（最終評価）を出力するまでを自動化スコープとした場合の水準。合否・採択・採用等の最終判断は対象に含まない。フル／Essentialはレベルではなく、ODD（適用範囲）の定義が異なる</p></div>
</section><article class="e0lvl-body"><h2 class="e0lvl-h2 e0lvl-head"><span class="e0lvl-num">01</span>「レベル」という共通言語がなぜ必要か</h2><p class="e0lvl-p">生成AIによる評価技術は、いま玉石混交のまま語られています。「AIが評価する」という一言は、局面ごとに人間が介入を待つ設計から、人間が一切関与しない設計まで、まったく異なる責任構造を同じ言葉でくるんでしまいます。この曖昧さを解くのに、自動運転のレベル分類（SAE J3016）は驚くほど相性が良いといえます。あの分類が測っているのは「運転がどれだけ上手いか」ではなく、「どの局面で、誰が責任の当事者であり続けるか」だからです。評価AIについても、問うべきは精度の高さだけではなく、この責任の所在です。</p><p class="e0lvl-p">なお本稿で頻出する「ODD」は運行設計領域（<span class="e0lvl-mono" style="font-size:13px;">Operational Design Domain</span>）の略で、自動運転システムが正常に作動することを前提とした走行条件・環境の範囲を指します。評価AIに置き換えれば、「どの種類の評価対象・どの局面までなら、人間の逐次介入なしに処理してよいか」という適用範囲に相当します。</p><div class="e0lvl-table-wrap"><table class="e0lvl-table"><thead><tr><th>レベル</th><th>定義の要点</th><th>責任の所在</th></tr></thead><tbody><tr><td>Lv0-2</td><td>人間が主体、システムは支援のみ</td><td>常に人間</td></tr><tr class="e0lvl-hi"><td>Lv3</td><td>ODD内は自動化、システムが対応不能な局面でのみ人間へ引き継ぐ「フォールバック要求」がある</td><td>常時ハンドルを握らないまま、事故時は人間に帰属しやすい——最も議論の的になってきた層</td></tr><tr><td>Lv4</td><td>ODD内では人間の介入が構造的に不要（フォールバックも車両側で自己完結）</td><td>ODD内はシステム、ODD外は稼働しない</td></tr><tr><td>Lv5</td><td>ODDの制約自体がない無条件の完全自動運転</td><td>運転行為はシステム。ただし目的地は人間が指定する</td></tr></tbody></table></div>
<p class="e0lvl-p">この表でLv3に色を付けたのには理由があります。研究者のMadeleine Elishは、この「システムを信頼して注意を払っているのに、事故の責任は人間に帰属させられる」構造を<span class="e0lvl-serif">モラル・クランプルゾーン</span>（責任の緩衝材にされる人間）と呼びました。評価AIの世界でも、まったく同じ構図が起きつつあります。</p><h2 class="e0lvl-h2 e0lvl-head"><span class="e0lvl-num">02</span>最前線の到達点——論文査読AIという実験場</h2><p class="e0lvl-p">この構図が最も先鋭化しているのが、学術論文の査読分野です。サカナAIのAI Scientistに代表される研究では、LLMのアンサンブルが論文を採点し、accept/rejectを推奨するところまでを自動化しています。着想から実験設計、論文執筆、そして査読までを一気通貫でこなす野心的な取り組みであり、1本あたり数十ドル規模のコストで研究サイクルを回せる点は、確かに評価・審査コストの構造を変えるインパクトを持っています。</p><p class="e0lvl-p">一方で、第三者による検証は査読エージェントの限界も明らかにしています。人間が実際に採択した論文の一定数を誤って却下する一方、人間が却下した論文を採択側に推す——という形で、人間の合意水準からの乖離が報告されています。文献レビューが表面的なキーワード検索にとどまり、新規性の判定を誤る例も指摘されています。学会側の対応も後手に回りがちで、AI生成査読の急増を受けて事後的に開示義務を課すといった規制が後追いで整備されつつある状況です。</p><div class="e0lvl-note"><p class="e0lvl-note-label e0lvl-mono">NOTE</p><p style="margin:0;">これはまさにLv3的な状態です。判定の大部分は自動化されているのに、「その判定を最終的にどこまで信頼してよいか」を随時、人間が見極め続けなければなりません。しかも見極めるための負荷やシグナルは、システム側からほとんど与えられません。速度は上がりましたが、責任構造の設計はその速度に追いついていません。</p></div>
<h2 class="e0lvl-h2 e0lvl-head"><span class="e0lvl-num">03</span>eval000の立ち位置——三層に分けて自動化する</h2><p class="e0lvl-p">eval000のメタ評価エンジンは、この課題に対して「一括りの自動化」ではなく、評価という行為を三つの層に分解するアプローチをとります。</p><div class="e0lvl-layers"><div class="e0lvl-layer e0lvl-human"><div class="e0lvl-layer-tag e0lvl-mono"> 01 / センサー入力 </div>
<div class="e0lvl-layer-body"><h4>一次評価</h4><p>審査員（＋生成AI）またはAIペルソナ審査員によるスコアリング。評価の生データを生成する層。</p></div>
</div><div class="e0lvl-layer e0lvl-auto"><div class="e0lvl-layer-tag e0lvl-mono"> 02 / 運転行為 </div>
<div class="e0lvl-layer-body"><h4>収束処理</h4><p>メタ評価エンジンがノイズ・バイアス・誤差を反復的に補正し、標準評価へ収束させる層。ここに人間は逐一介入しない。</p></div>
</div><div class="e0lvl-layer e0lvl-human"><div class="e0lvl-layer-tag e0lvl-mono"> 03 / 目的地設定 </div>
<div class="e0lvl-layer-body"><h4>原理設定・最終判断</h4><p>評価の目的・基準そのものの設定と承認、そして合否・採択・採用等の最終判断。恒常的に人間が担う層。</p></div>
</div></div><p class="e0lvl-p">フルプラットフォームは、01の層に人間の審査員を残しながら、02の収束処理をエンジンに委ねる設計であり、これはLv4に近いといえます。「一次評価という運行設計領域の中では、収束処理に人間の逐次介入を必要としない」という意味で、Lv3型の「局面依存のフォールバック待ち」とは構造が異なります。</p><p class="e0lvl-p">新たに提供を始めたeval000 Essentialは、01の層すらAIペルソナ審査員に置き換えます。これは自動運転で言えばセンサー入力そのものの自動化に相当し、一次評価から収束処理まで、実行フェーズは人間の介入なしに完結します。だが03の層——ルーブリックとAIペルソナ設定の確認・承認、そして合否・採択・採用等の最終判断——は、Essentialにおいても必ず人間（導入企業様）に残ります。これは技術的な制約ではなく、明確な設計判断です。</p><div class="e0lvl-note"><p class="e0lvl-note-label e0lvl-mono">NOTE — レベルとODDを混同しない</p><p style="margin:0;">ここで注意したいのは、フルとEssentialの違いは自動化の「レベル」ではなく「ODD（適用範囲）」の違いだという点です。自動運転の実務でも、Lv4の車両はどれも同格のLv4ですが、対応できる走行環境（幹線道路のみ／限定エリアの市街地走行を含む、等）はモデルによって大きく異なります。ODDが広いか狭いかは、レベルの高低とは別軸です。</p></div>
<p class="e0lvl-p">AIペルソナ審査員は、現在の生成AIの水準では万能ではありません。人間審査員が持つ文脈理解・暗黙知に対して、質的に見劣りする局面は当然ありえます。したがってEssentialが担えるのは「フルより自動化が進んだ、より上位のサービス」ではなく、「一次評価というセンサー入力そのものをAIに委ねてよいと判断できる範囲＝ODD」を、現時点のペルソナ審査員の実力に合わせて意図的に狭く設定したサービスだと捉えるのが正確です。両者はいずれもLv4的（収束処理までは人間の逐次介入を要しない）ですが、ODDの定義が異なります。</p><div class="e0lvl-table-wrap"><table class="e0lvl-table"><thead><tr><th>観点</th><th>eval000 フル</th><th>eval000 Essential</th></tr></thead><tbody><tr><td>自動化レベル</td><td>Lv4相当</td><td>Lv4相当（同格）</td></tr><tr><td>一次評価の主体</td><td>審査員＋生成AI（ハイブリッド）</td><td>AIペルソナ審査員のみ</td></tr><tr><td>ODDの性格</td><td>人間の審査員が入力を担保する分、対応できる評価対象・案件の幅が広い</td><td>ペルソナ審査員の現在の実力で信頼できる対象・案件に、意図的に絞られている</td></tr><tr><td>目的地設定・最終判断</td><td>人間（導入企業様）</td><td>人間（導入企業様）</td></tr></tbody></table></div>
<p class="e0lvl-p">この整理に立つと、生成AIの精度が向上した場合に起きるのは「Essentialがフルを追い越してLv5に近づく」ことではなく、「Essentialが対応できるODD自体が広がっていく」ことだとわかります。レベルが上がるのではなく、同じLv4のまま、適用できる評価対象の範囲が拡張されていくという理解の方が、技術の実態に即しています。</p><blockquote class="e0lvl-quote"> 目的地は、どれだけ自律的な車であっても、乗員が指定します。運転行為の自動化と、目的地設定の自動化は、まったく別の問いです。 </blockquote><h2 class="e0lvl-h2 e0lvl-head"><span class="e0lvl-num">04</span>HITLを更新する——Human-in-the-LoopからHuman-in-Commandへ</h2><p class="e0lvl-p">従来型のHITL、つまり「AIの提案に、その都度人間がYES/NOを言う」という形式には、構造的な弱点があります。AIの精度が上がるほど、人間の確認は儀式化していくというパラドックスです。時間的コストと同調圧力が積み重なり、承認は次第に追随作業になります。これはまさにLv3が抱える問題——注意を払っているのに責任だけは残る、というモラル・クランプルゾーンの構図そのものです。</p><p class="e0lvl-p">eval000の三層構造は、このパラドックスを部分的に回避します。人間の関与を「頻度の低い、負荷の高い意思決定点」——原理設定と最終判断——に絞り込むことで、逐次承認による摩耗を避けています。これはJesseeらが提唱するHuman-in-Command（指揮権を持つ人間）に近い設計であり、単純な「AIに人間が寄り添う」というHITLの通念とは一線を画します。</p><p class="e0lvl-p">ただし、この設計をもってしても消えない問いがあります。AIペルソナ審査員の精度がどれだけ人間審査員に近づいても——あるいは凌駕しても——原理設定・最終判断の層に求められる検討事項は残り続けます。</p><ul class="e0lvl-list"><li><b>ルーブリックそのものの妥当性</b>評価基準・重み付けが、今回の案件・現在の市場環境に照らして今なお適切かという判断は、AIの採点精度とは独立しています。</li><li><b>評価対象外の文脈</b>利益相反、ポートフォリオバランス、レピュテーションリスクなど、そもそも評価データに含まれていない情報に基づく判断。</li><li><b>ゲーミング・敵対的操作への警戒</b>基準が予測可能になるほど、入力側の"攻略"インセンティブは強まります。AIの判定精度と、入力の健全性は別問題です。</li><li><b>責任・正当性の調達</b>異議申し立てが起きた際に説明責任を負い、必要なら判断を見直す権限を持つ主体は、AIにはなりえません。</li></ul><p class="e0lvl-p">この4点は、AIの精度向上によって解消される種類の課題ではありません。だからこそ、eval000は原理設定・最終判断の層を「いずれ自動化される暫定的な制約」としてではなく、「評価という営みが成立するための恒常的な設計要件」として扱っています。</p><h2 class="e0lvl-h2 e0lvl-head"><span class="e0lvl-num">05</span>いま何合目か</h2><p class="e0lvl-p">論文査読AIの実践は、評価の自動化における最前線の速度を示しています。だがその責任構造は、まだLv3的な「フォールバック待ち」の段階にとどまっています——判定は自動化されているのに、それをどこまで信頼するかの見極めは、依然として不安定な形で人間に委ねられたままです。</p><p class="e0lvl-p">eval000は、評価という行為を三層に分解することで、01と02の層をLv4的な自律性へと引き上げつつ、03の層——目的地の設定と最終責任——を恒常的に人間に残す設計をとっています。フルとEssentialの違いも、自動化の強さの差ではなく、01の層に設定するODD（適用範囲）の広さの差にすぎません。これは「人間関与を薄く広く保つ」という従来のHITLの発想ではなく、「自動化してよい層と、してはならない層を切り分け、その上でODDを対象ごとに調整する」という発想です。評価AIの進化がどこまで進んでも、この切り分けの設計自体は古びません。むしろ生成AIの精度が上がるほど、ODDは広がり、その価値は増していくはずです。</p></article><section class="e0lvl-cta"><div class="e0lvl-cta-in"><h3 class="e0lvl-head">関連コンテンツ</h3><p>評価における責任の所在という論点は、以前の記事「『スポンジ人間』化を超えて」でも別の角度から扱っています。あわせて、実際の三層構造を体験できるeval000 Essentialのサービス詳細もご覧ください。</p><div class="e0lvl-cta-links"><a href="https://www.eval000.ai/service">eval000 Essential を見る</a><a class="e0lvl-ghost" href="https://www.eval000.ai/blogs/post/SpongeMan">関連記事：「スポンジ人間」化を超えて</a></div>
</div></section></div></div></div></div></div></div></div></div>]]></content:encoded><pubDate>Mon, 06 Jul 2026 10:25:18 +0900</pubDate></item><item><title><![CDATA[スタートアップの可能性を、ノイズなく見極める！]]></title><link>https://www.eval000.ai/blogs/post/Gen.proposal4startup</link><description><![CDATA[<img align="left" hspace="5" src="https://www.eval000.ai/sam4blog/Gen.proposal4startup.png"/>スタートアップ支援機関・VC・アクセラレーター等を対象に、eval000のPoC実施計画をまとめた汎用提案書を公開。機関類型別の課題と2つの最適構成を提示します。 ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_kxTbAQIPRRe4aRTEBV205w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_Zuko-qVERymu8l2IbUiRSQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_JbQAVruOTFqUbyPhpPuCLw" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_1fSjgQE829wvjXS9klkLuQ" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-left zptext-align-mobile-left zptext-align-tablet-left " data-editor="true"><p><span>スタートアップ支援機関・VC・アクセラレーター等を対象に、eval000のPoC実施計画をまとめた汎用提案書を公開。機関類型別の課題と2つの最適構成を提示します。</span></p></div>
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text-decoration: underline; } /* ===== AUTHOR ===== */ .e0-author { margin-top: 44px; padding-top: 26px; border-top: 1px solid var(--e-border); display: flex; align-items: flex-start; gap: 16px; } .e0-author-avatar { width: 46px; height: 46px; border-radius: 50%; background: var(--e-orange); display: flex; align-items: center; justify-content: center; flex-shrink: 0; } .e0-author-avatar span { font-family: 'Noto Serif JP', serif; font-size: 16px; color: #fff; font-weight: 700; } .e0-author-name { font-family: 'Noto Serif JP', serif; font-size: 13.5px; font-weight: 700; color: var(--e-coal); margin-bottom: 3px; } .e0-author-role { font-family: 'DM Mono', monospace; font-size: 10px; letter-spacing: .1em; color: var(--e-faint); margin-bottom: 6px; } .e0-author-bio { font-size: 12.5px; color: var(--e-muted); line-height: 1.8; } /* ===== RESPONSIVE ===== */ @media (max-width: 640px) { .e0-hero { padding: 36px 22px 30px; } .e0-hero-title { font-size: 23px; } .e0-points { grid-template-columns: 1fr; } .e0-tracks { grid-template-columns: 1fr; } .e0-sector-grid { grid-template-columns: 1fr; } .e0-stats { grid-template-columns: repeat(2, 1fr); } .e0-cta { padding: 32px 20px; } .e0-cta-buttons { flex-direction: column; align-items: center; } } </style><!-- ========== 記事本文 ここから========== --><div class="e0-wrap"><!-- ===== HERO===== --><div class="e0-hero e0-rv"><div class="e0-hero-inner"><div class="e0-hero-meta"><span class="e0-tag">STARTUP SUPPORT</span><span class="e0-tag vl">PoC提案書 公開</span><span class="e0-tag tl">特許出願中</span><span class="e0-date">2026年6月</span></div>
<h1 class="e0-hero-title">スタートアップの可能性を、<span class="accent">ノイズなく見極める。</span><br> スタートアップ支援機関向け eval000 PoC実施計画 汎用提案書を公開</h1><p class="e0-hero-lead">J-Startup型推薦審査機関、VC・CVC投資審査、アクセラレーター/インキュベーター、ビジネスプランコンテスト運営機関、大学発ベンチャー支援機関、自治体創業支援センターなど、スタートアップを評価・選定する機関を対象に、<strong>評価のノイズ・バイアス・誤差を数学的に除去する</strong>eval000のPoC（概念実証）実施計画をまとめた汎用提案書を公開しました。</p></div>
</div><!-- ===== INTRO===== --><p class="e0-intro e0-rv">スタートアップ評価には、新規性・成長性・市場性が高いほど実現可能性は構造的に低くなるという<strong>トレードオフ構造</strong>と、創業者・チームという属人的要素の評価という、公的機関の評価業務とは異なる独自の難しさがあります。これに審査員間の評価のばらつき、工数不足、フィードバック不足といった構造的課題が重なり、評価品質と支援機関の生産性の両面に影響を与えています。</p><p class="e0-intro e0-rv">今回公開した提案書では、こうした<strong>スタートアップ評価に共通する課題</strong>と、J-Startup型推薦審査・VC・CVC投資審査・アクセラレーター・ビジネスプランコンテスト・大学発ベンチャー支援・自治体創業支援といった<strong>機関類型ごとの個別課題</strong>を整理。さらに、候補者との接点の違いに応じた<strong>2つの最適なソリューション構成</strong>を提示しています。</p><div class="e0-intro-note e0-rv"><strong>本提案書はテンプレート（汎用版）です。</strong>記載の課題例・KPI・費用レンジは代表的な想定値であり、実際にご検討いただく際は対象機関の制度・業務フローに合わせて個別にカスタマイズいたします。 </div><!-- ===== 3 POINTS===== --><div class="e0-sec e0-rv"><div class="e0-sec-eyebrow"> 提案書の3つのポイント </div>
<div class="e0-sec-title"> 何が書かれているか </div></div><div class="e0-points"><div class="e0-point e0-rv"><div class="e0-point-num"> 01 </div>
<div class="e0-point-title"> 共通課題とトレードオフ構造の整理 </div><div class="e0-point-text"> 評価者間のばらつき、工数不足、新規性×実現可能性のトレードオフ、フィードバック不足など、スタートアップ評価特有の構造的課題を提示。 </div>
</div><div class="e0-point e0-rv d1"><div class="e0-point-num"> 02 </div><div class="e0-point-title"> 機関類型別の個別課題 </div>
<div class="e0-point-text"> J-Startup型推薦審査・VC・CVC投資審査・アクセラレーター・ビジネスプランコンテスト・大学発ベンチャー支援・自治体創業支援の6類型ごとに課題を整理。 </div>
</div><div class="e0-point e0-rv d2"><div class="e0-point-num"> 03 </div><div class="e0-point-title"> 2つの接点に応じた最適構成 </div>
<div class="e0-point-text"> コンテスト経由（Track A）と随時アプローチ経由（Track B）、それぞれに適したソリューション構成とPoC実施計画を提示。 </div>
</div></div><!-- ===== TRACKS===== --><div class="e0-sec e0-rv"><div class="e0-sec-eyebrow"> 2つの接点と最適構成 </div>
<div class="e0-sec-title"> Track A / Track B </div></div><div class="e0-tracks"><div class="e0-track a e0-rv"><div class="e0-track-badge"> Track A — コンテスト・公募経由 </div>
<div class="e0-track-title"> 統合型構成 </div><div class="e0-track-text"> Award Force（応募受付・管理）× AIautoreview（生成AI×ルーブリック一次評価）× eval000（メタ評価）の3層統合。ビジネスプランコンテスト・J-Startup型推薦審査等に最適。 </div>
</div><div class="e0-track b e0-rv d1"><div class="e0-track-badge"> Track B — 随時アプローチ経由 </div>
<div class="e0-track-title"> eval000単体構成 </div><div class="e0-track-text"> 既存の審査・デューデリジェンスフローに直接組み込み。VC・CVC投資審査、大学発ベンチャー支援、自治体創業支援センター等に最適。 </div>
</div></div><!-- ===== SECTOR LIST===== --><div class="e0-sec e0-rv"><div class="e0-sec-eyebrow"> 想定する対象機関 </div>
<div class="e0-sec-title"> こんな評価・審査業務に </div></div><div class="e0-sector-grid"><div class="e0-sector e0-rv"><div class="e0-sector-icon"> 🚀 </div>
<div><div class="e0-sector-name"> J-Startup型推薦審査機関 </div><div class="e0-sector-desc"> トップVC・アクセラレーター等の推薦に基づく選定プログラム </div>
</div></div><div class="e0-sector e0-rv d1"><div class="e0-sector-icon"> 💼 </div>
<div><div class="e0-sector-name"> VC・CVC投資審査 </div><div class="e0-sector-desc"> 投資先候補の一次スクリーニング・デューデリジェンス </div>
</div></div><div class="e0-sector e0-rv"><div class="e0-sector-icon"> 🏗️ </div><div><div class="e0-sector-name"> アクセラレーター/インキュベーター </div>
<div class="e0-sector-desc"> コーポレート型・コンソーシアム型のバッチ選考プログラム </div></div></div><div class="e0-sector e0-rv d1"><div class="e0-sector-icon"> 🏆 </div>
<div><div class="e0-sector-name"> ビジネスプランコンテスト運営機関 </div><div class="e0-sector-desc"> 学生向け・一般向けのビジネスプラン・ピッチコンテスト </div>
</div></div><div class="e0-sector e0-rv"><div class="e0-sector-icon"> 🎓 </div><div><div class="e0-sector-name"> 大学発ベンチャー支援機関 </div>
<div class="e0-sector-desc"> TLO・大学アクセラレーションプログラム </div></div></div><div class="e0-sector e0-rv d1"><div class="e0-sector-icon"> 🏛️ </div>
<div><div class="e0-sector-name"> 自治体創業支援センター </div><div class="e0-sector-desc"> 創業支援窓口・インキュベーション施設の相談業務 </div>
</div></div></div><!-- ===== STATS===== --><div class="e0-sec e0-rv"><div class="e0-sec-eyebrow"> 想定される効果 </div>
<div class="e0-sec-title"> 数字で見るeval000導入効果 </div></div><div class="e0-stats e0-rv"><div class="e0-stat"><span class="e0-stat-num">90%</span><div class="e0-stat-label"> 一次評価工数削減 </div>
</div><div class="e0-stat"><span class="e0-stat-num">12×</span><div class="e0-stat-label"> 評価処理速度向上 </div>
</div><div class="e0-stat"><span class="e0-stat-num">0</span><div class="e0-stat-label"> 評価バイアス・ノイズ </div>
</div><div class="e0-stat"><span class="e0-stat-num">3ヶ月</span><div class="e0-stat-label"> PoC期間目安 </div>
</div></div><div class="e0-stats-note"> ※ ビジネスプラン評価・公的機関の審査業務等、同種の評価業務における実績・想定値です </div>
<div class="e0-formula e0-rv"><div class="e0-formula-text"> v(t+1) = F( v(t), R, K ) </div>
<div class="e0-formula-sub"> 評価再構成作用Fの反復適用により固定点 v* = F(v*) へ収束（バナッハの固定点定理による数学的保証） </div>
</div><!-- ===== CTA===== --><div class="e0-cta e0-rv"><div class="e0-cta-inner"><div class="e0-cta-eyebrow"> PoC実施計画 汎用提案書 </div>
<div class="e0-cta-title"> 提案書全文をご覧ください </div><div class="e0-cta-sub"> 共通課題・個別課題の整理から、2つの接点に応じた最適構成、PoC実施計画、期待される効果まで。貴機関の制度に合わせたカスタマイズも承ります。 </div>
<div class="e0-cta-buttons"><a href="https://www.eval000.ai/Proposal/eval000_startup_support_proposal.html" target="_blank" rel="noopener" class="e0-btn-primary"><svg width="15" height="15" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2.5"><path d="M14 2H6a2 2 0 0 0-2 2v16a2 2 0 0 0 2 2h12a2 2 0 0 0 2-2V8z"/><polyline points="14 2 14 8 20 8"/></svg> 提案書を読む → </a><a href="https://www.eval000.ai/contact" target="_blank" rel="noopener" class="e0-btn-secondary"><svg width="14" height="14" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2"><path d="M21 15a2 2 0 0 1-2 2H7l-4 4V5a2 2 0 0 1 2-2h14a2 2 0 0 1 2 2z"/></svg> 相談・お問い合わせ </a></div>
<div class="e0-cta-note"> または直接 <a href="mailto:info@eval000.ai">info@eval000.ai</a> へ ／ お問い合わせ後1営業日以内にご連絡します </div>
</div></div><!-- ===== AUTHOR===== --><div class="e0-author e0-rv"><div class="e0-author-avatar"><span>評</span></div>
<div><div class="e0-author-name"> 株式会社テンプロクシー（eval000）編集部 </div><div class="e0-author-role"> eval000.ai </div>
<div class="e0-author-bio"> eval000は、特許権者・里吉竜一氏と株式会社テンプロクシーの共同事業運営契約に基づき運営されるメタ評価AIプラットフォームです。評価のノイズ・バイアス・誤差を数学的に除去するメタ評価エンジンにより、コンテスト・審査・スタートアップ支援機関の評価業務のDXを推進しています。 </div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Tue, 23 Jun 2026 11:30:27 +0900</pubDate></item></channel></rss>