• CaTT- An infinity categorical coherence typechecker

    CaTT is a type theory whose models are weak omega-categories, I have implemented it in OCaml. The development page for the project is available on GitHub and there is an online version available for quick tests

  • CaTT-Formalization

    An agda formalization of the type theory CaTT, as a special case of a framework that I call free globular type theories. This provides a certified interpreter for the bare language CaTT (without syntactic sugar), as well as a setup to prove properties such as decidability of type checking, uniqueness of derivations, and all the lemma on which the categorical analysis of the theory relies. This project is available on GitHub

  • Formalization of representation of symmetric groups

    During a research internship under the supervision of Florent Hivert, I have formalized the computation of the representations of the symmetric groups and their characters using Young tableaux, in Coq with ssreflect (now mathcomp). The project is available on GitHub, note however that it is not maintained anymore and is outdated, it has been intergrated to Florent’s development of algebraic combinatorics.