<?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/news/feed" rel="self" type="application/rss+xml"/><title>eval000 - Blog , news</title><description>eval000 - Blog , news</description><link>https://www.eval000.ai/blogs/news</link><lastBuildDate>Sat, 22 Aug 2026 22:31:11 -0700</lastBuildDate><generator>http://zoho.com/sites/</generator><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"><!DOCTYPE html><html lang="ja"><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&family=Zen+Kaku+Gothic+New:wght@300;400;500;700&family=DM+Mono:wght@300;400;500&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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footer{background:var(--ink);padding:2rem 3rem;display:flex;align-items:center;justify-content:space-between;} .footer-l{font-family:'DM Mono',monospace;font-size:.65rem;color:rgba(255,255,255,.28);display:flex;align-items:center;gap:.6rem;} .footer-brand{color:var(--primary-lt);opacity:.8;letter-spacing:.08em;} .footer-r{font-family:'DM Mono',monospace;font-size:.52rem;color:rgba(255,255,255,.2);text-align:right;line-height:1.9;} @media(max-width:760px){ .con{padding:0 1.5rem;} .status-strip{flex-direction:column;} .status-item+.status-item{border-left:none;border-top:1px solid rgba(255,255,255,.55);} .hdl-row{flex-direction:column;} footer{flex-direction:column;gap:.8rem;text-align:center;} .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="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 &mdash; <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 &mdash; <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 &mdash; <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） / &copy; 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[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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solid var(--border);padding:1rem 1.1rem;} .price-chip .pc-name{font-size:.78rem;color:var(--muted);margin-bottom:.4rem;} .price-chip .pc-amt{font-family:'Shippori Mincho B1',serif;font-size:1.3rem;font-weight:800;color:var(--coal);} .price-chip .pc-sub{font-family:'DM Mono',monospace;font-size:.56rem;color:var(--muted);margin-top:.3rem;} /* road/update list */ .upd-list{margin:1.2rem 0;} .upd-item{display:flex;gap:.9rem;padding:.85rem 0;border-bottom:1px solid var(--border);} .upd-item:last-child{border-bottom:none;} .upd-num{font-family:'DM Mono',monospace;font-size:.72rem;font-weight:700;color:var(--primary);flex-shrink:0;width:1.4rem;} .upd-t{font-size:.84rem;font-weight:700;color:var(--coal);margin-bottom:.25rem;} .upd-d{font-size:.78rem;color:var(--muted);line-height:1.8;} /* CTA */ .cta-box{margin-top:1.6rem;background:linear-gradient(135deg,var(--primary),var(--coal));padding:2.2rem 2rem;text-align:center;} .cta-box .ct-tag{font-family:'DM Mono',monospace;font-size:.6rem;letter-spacing:.18em;text-transform:uppercase;color:var(--teal-lt);margin-bottom:.6rem;} .cta-box h3{font-family:'Shippori Mincho B1',serif;font-size:1.05rem;font-weight:700;color:#fff;margin-bottom:.5rem;} .cta-box p{font-size:.82rem;color:rgba(255,255,255,.6);margin-bottom:1.2rem;} .cta-box .btn-row{display:flex;gap:.7rem;justify-content:center;flex-wrap:wrap;} .cta-box a.btn{display:inline-block;padding:.75rem 1.6rem;background:#fff;color:var(--primary);font-weight:700;font-size:.84rem;text-decoration:none;} .cta-box a.btn.ghost{background:rgba(255,255,255,.12);color:#fff;border:1.5px solid rgba(255,255,255,.4);} .author-box{margin-top:2.2rem;padding-top:1.8rem;border-top:1px solid var(--border);display:flex;gap:1.1rem;align-items:flex-start;} .author-avatar{width:40px;height:40px;border-radius:50%;background:var(--primary);color:#fff;display:flex;align-items:center;justify-content:center;font-family:'Shippori Mincho B1',serif;font-weight:700;flex-shrink:0;font-size:.85rem;} .author-name{font-size:.82rem;font-weight:700;color:var(--coal);margin-bottom:.2rem;} .author-role{font-family:'DM Mono',monospace;font-size:.6rem;color:var(--primary);margin-bottom:.5rem;} .author-bio{font-size:.76rem;color:var(--muted);line-height:1.8;} footer{background:var(--ink);padding:2rem 3rem;display:flex;align-items:center;justify-content:space-between;} .footer-l{font-family:'DM Mono',monospace;font-size:.65rem;color:rgba(255,255,255,.28);display:flex;align-items:center;gap:.6rem;} .footer-brand{color:var(--primary-lt);opacity:.8;letter-spacing:.08em;} .footer-r{font-family:'DM Mono',monospace;font-size:.52rem;color:rgba(255,255,255,.2);text-align:right;line-height:1.9;} @media(max-width:760px){ .con{padding:0 1.5rem;} .status-strip{flex-direction:column;} .status-item+.status-item{border-left:none;border-top:1px solid rgba(255,255,255,.12);} footer{flex-direction:column;gap:.8rem;text-align:center;} .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 &mdash; <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 &mdash; <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 &mdash; <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 &mdash; <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>
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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"><!DOCTYPE html><html lang="ja"><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&family=Noto+Sans+JP:wght@300;400;500;600&family=DM+Mono:wght@400;500&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); 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.footer-copy{font-size:11px;color:rgba(255,255,255,.30);} @media(max-width:700px){ .nav{padding:0 20px;} .hero-inner,.content{padding:40px 22px;} .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 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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"><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></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></channel></rss>