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    • Logical Relation for MLTT in Coq
      Coq
      52700Updated Nov 26, 2025Nov 26, 2025
    • Dependent composable partial functions for free in Coq
      Coq
      2000Updated Sep 3, 2025Sep 3, 2025
    • A Logical Relation for Martin-Löf Type Theory in Agda
      HTML
      111000Updated Jul 31, 2025Jul 31, 2025
    • coqdocjs

      Public
      Collection of scripts to improve the output of coqdoc [maintainers=@chdoc,@palmskog]
      JavaScript
      20000Updated Apr 17, 2025Apr 17, 2025
    • logrel-coq-cpp24

      Public
      Coq
      0000Updated Dec 11, 2023Dec 11, 2023
    • parametricity-a-la-carte

      Public
      mixing CoqEAL and univalent parametricity
      Coq
      2400Updated Nov 5, 2021Nov 5, 2021
    • Toy implementation of TT^obs for the Gallinette Seminar
      Agda
      0000Updated Oct 13, 2021Oct 13, 2021
    • A plugin for Coq that implements the call-by-name forcing translation
      Coq
      31253Updated Jun 5, 2021Jun 5, 2021
    • forcing on the cube category to realize univalence
      Coq
      1201Updated Feb 16, 2021Feb 16, 2021
    • Univalent Parametricity for Effective Transport
      Coq
      2800Updated Feb 1, 2021Feb 1, 2021
    • A Coq plugin that implements exceptions in Coq
      OCaml
      41300Updated Jan 7, 2021Jan 7, 2021
    • ceps

      Public
      Coq Enhancement Proposals
      36000Updated Jan 6, 2021Jan 6, 2021
    • coq-2ltt

      Public
      Two-level type theory in Coq
      Coq
      1100Updated Aug 4, 2020Aug 4, 2020
    • coq

      Public
      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.
      OCaml
      702000Updated Sep 26, 2019Sep 26, 2019
    • sProp

      Public
      repository containing the examples of the POPL paper
      Coq
      0200Updated Dec 13, 2018Dec 13, 2018
    • A call-by-name forcing translation implemented in Meta Coq
      Coq
      0000Updated Nov 12, 2018Nov 12, 2018
    • reedy

      Public
      A formalisation of some results on theory of Reedy fibrant diagrams in two-level type theory
      Coq
      0000Updated Oct 11, 2018Oct 11, 2018
    • Coq
      0000Updated Jan 17, 2018Jan 17, 2018
    • DICoq

      Public
      Dependent Interoperability for Coq
      Coq
      1800Updated Dec 6, 2017Dec 6, 2017
    • A program translation implementing self-algebraic effects in Coq.
      Coq
      0710Updated Oct 14, 2017Oct 14, 2017
    • Formalization of a model structure on the universe of Types in Coq
      Coq
      1200Updated Apr 15, 2017Apr 15, 2017
    • Coq
      11300Updated Nov 23, 2016Nov 23, 2016