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A purely functional programming language with first class types
Formal proof of the Four Color Theorem [maintainer=@ybertot]
Formalizations of Gradually Typed Languages in Agda
Algebraic, staged parsing for OCaml: typed, compositional, and faster than yacc
Agda is a dependently typed programming language / interactive theorem prover.
justfont collaborates with calligrapher Daphne to release Elffont (精靈文), a unique typeface blending Bopomofo phonetic symbols with a mystical "Elvish" style.
Extensions to the cubical stdlib category theory for categorical logic/type theory
Ongoing Lean formalisation of the proof of Fermat's Last Theorem
Reading group for Cisinski's higher categories and homotopical algebra
Examples of technical drawing with John Hobby's MetaPost language
A graduate course on formalized mathematics at the Faculty of Mathematics and Physics, University of Ljubljana, Fall semester 2024/25
A project to map out the relations between different equational theories of Magmas.
Open Source Continuous File Synchronization
Formalizing the fact that countable choice implies postnikov effectiveness in HoTT
formalization of an equivariant cartesian cubical set model of type theory
This is the project repository for Darwin, a typeface for books and articles, with a focus on scientific writing.
A proof assistant for higher-dimensional type theory
forked from git.sr.ht/~jonsterling/forester-base-theme
A complete proof in Agda of the Church-Rosser theorem for untyped λ-calculus formalizing the methods by Komori-Matsuda-Yamakawa (2014) and the proof by Nagele-van Oostrom-Sternagel (2016); reuses t…