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<ol class="chapter"><li class="chapter-item expanded affix "><a href="title_page.html">Lean 4定理证明</a></li><li class="chapter-item expanded "><a href="introduction.html"><strong aria-hidden="true">1.</strong> 介绍</a></li><li><ol class="section"><li class="chapter-item expanded "><a href="setup.html"><strong aria-hidden="true">1.1.</strong> 安装</a></li></ol></li><li class="chapter-item expanded "><a href="dependent_type_theory.html"><strong aria-hidden="true">2.</strong> 依值类型论</a></li><li class="chapter-item expanded "><a href="propositions_and_proofs.html"><strong aria-hidden="true">3.</strong> 命题和证明</a></li><li class="chapter-item expanded "><a href="quantifiers_and_equality.html"><strong aria-hidden="true">4.</strong> 量词与等价</a></li><li class="chapter-item expanded "><a href="tactics.html"><strong aria-hidden="true">5.</strong> 证明策略</a></li><li class="chapter-item expanded "><a href="interacting_with_lean.html"><strong aria-hidden="true">6.</strong> 使用Lean进行工作</a></li><li class="chapter-item expanded "><a href="inductive_types.html"><strong aria-hidden="true">7.</strong> 归纳类型</a></li><li class="chapter-item expanded "><a href="induction_and_recursion.html"><strong aria-hidden="true">8.</strong> Induction and Recursion</a></li><li class="chapter-item expanded "><a href="structures_and_records.html"><strong aria-hidden="true">9.</strong> 结构体和记录</a></li><li class="chapter-item expanded "><a href="type_classes.html"><strong aria-hidden="true">10.</strong> Type Classes</a></li><li class="chapter-item expanded "><a href="conv.html"><strong aria-hidden="true">11.</strong> 转换策略模式</a></li><li class="chapter-item expanded "><a href="axioms_and_computation.html"><strong aria-hidden="true">12.</strong> Axioms and Computation</a></li><li class="chapter-item expanded "><a href="glossary.html" class="active"><strong aria-hidden="true">13.</strong> 术语表</a></li></ol>
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<h2 id="术语表完善中"><a class="header" href="#术语表完善中">术语表（完善中）</a></h2>
<pre><code>繁饰 elaboration
抽象 abstraction
应用 application
合一 unification
规约 Reduction
策略 tactic
组合子 combinator
构造子 constructor
消去子 eliminator
递归子 recursor
构造演算 Calculus of Constructions
归纳类型 inductive type
依值类型论 dependent type theory
</code></pre>
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