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New LogicProg chapter
author | Adam Chlipala <adam@chlipala.net> |
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date | Tue, 20 Sep 2011 14:07:21 -0400 |
parents | dce88a5c170c |
children | f1d390f305d7 |
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<html><head> <title>Certified Programming with Dependent Types</title> </head><body> <h1>Certified Programming with Dependent Types</h1> <li><a href="Intro.html">Introduction</a> <li><a href="StackMachine.html">Some Quick Examples</a> <li><a href="InductiveTypes.html">Introducing Inductive Types</a> <li><a href="Predicates.html">Inductive Predicates</a> <li><a href="Coinductive.html">Infinite Data and Proofs</a> <li><a href="Subset.html">Subset Types and Variations</a> <li><a href="MoreDep.html">More Dependent Types</a> <li><a href="DataStruct.html">Dependent Data Structures</a> <li><a href="Equality.html">Reasoning About Equality Proofs</a> <li><a href="Generic.html">Generic Programming</a> <li><a href="Universes.html">Universes and Axioms</a> <li><a href="Match.html">Proof Search in Ltac</a> <li><a href="Reflection.html">Proof by Reflection</a> <li><a href="Large.html">Proving in the Large</a> <li><a href="Firstorder.html">First-Order Abstract Syntax</a> <li><a href="DeBruijn.html">Dependent De Bruijn Indices</a> <li><a href="Hoas.html">Higher-Order Abstract Syntax</a> <li><a href="Interps.html">Type-Theoretic Interpreters</a> <li><a href="Extensional.html">Extensional Transformations</a> <li><a href="Intensional.html">Intensional Transformations</a> <li><a href="OpSem.html">Higher-Order Operational Semantics</a> </body></html>