Calvin Talks Types
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Updated
Apr 10, 2017 - TeX
Coq is a formal proof management system. It provides a formal language to write
mathematical definitions, executable algorithms and theorems together with an
environment for semi-interactive development of machine-checked proofs. Typical
applications include the certification of properties of programming languages,
the formalization of mathematics and teaching.
Calvin Talks Types
∇⎕ coloring
Appunti ed esercizi del corso "Teoria dei tipi" - università degli studi di Padova, corso di laurea in Informatica
Master's Thesis in Computer Science: Verification of the Blocking and Non-Blocking Michael-Scott Queue Algorithms
(Terminating) hylomorphisms in Coq
Un ejemplo de uso de Coq y Agda para lemas triviales sobre árboles binarios.
4th Year Honours Thesis on Programming Language Semantics
repo for all notes, programmes etc I made for LambdaConf17
Report for "A Basis for Event-Driven Programming" based on Linear Temporal Type Theory
LaTeX sources for my undergraduate thesis
A mechanized proof of soundness of calculus defined in A Theory of Quoted Code Patterns which is a formalization of pattern matching on code available in Scala 3 as part of its new macro system.
Papers We Love. Mad. Talk on fold: slides, Coq file, and links for further reading
my PhD dissertation: Foreign Function Verification Through Metaprogramming
Logical relation for predicative CC omega with booleans and an intensional identity type
A LaTeX package to make theorem names link to coqdoc webpages. Works with ntheorem, amsthm and the LLNCS and LIPIcs classes.
🧊 An indexed construction of semi-simplicial and semi-cubical types
Created by Gérard Pierre Huet, Thierry Coquand
Released 1989
Latest release about 2 months ago