UniMath / Foundations
Voevodsky's original development of the univalent foundations of mathematics in Coq
☆242Updated 10 years ago
Alternatives and similar repositories for Foundations:
Users that are interested in Foundations are comparing it to the libraries listed below
- Development of homotopy type theory in Agda☆423Updated 6 years ago
- Homotopy theory in Coq.☆92Updated 13 years ago
- LaTeX version of Grothendieck's Pursuing Stacks☆47Updated 3 years ago
- 15-819 (Homotopy Type Theory) Lecture Notes☆53Updated 4 years ago
- Experimental implementation of Cubical Type Theory☆577Updated last year
- A proof assistant for general type theories☆302Updated 5 months ago
- The mathematical study of type theories, in univalent foundations☆113Updated last month
- Lean theorem prover version 0.2 (it supports standard and HoTT modes)☆120Updated 3 years ago
- Lecture notes on univalent foundations of mathematics with Agda☆224Updated 11 months ago
- Logical manifestations of topological concepts, and other things, via the univalent point of view.☆246Updated this week
- A library of abstract interfaces for mathematical structures in Coq [maintainer=@spitters,@Lysxia]☆165Updated 4 months ago
- Coq Repository at Nijmegen [maintainers=@spitters,@VincentSe,@Lysxia]☆114Updated last month
- "Between the darkness and the dawn, a red cube rises!": a proof assistant for cartesian cubical type theory☆208Updated 2 years ago
- The agda-unimath library☆243Updated this week
- This coq library aims to formalize a substantial body of mathematics using the univalent point of view.☆973Updated this week
- Categorical logic from a categorical point of view☆77Updated last year
- An proof refinement logic for computational type theory. Inspired by Nuprl. [For up-to-date development, see JonPRL's successor, RedPRL: …☆110Updated 6 years ago
- The People's Refinement Logic☆229Updated 2 years ago
- A formalization of category theory in the Coq proof assistant.☆95Updated 4 months ago
- A course on homotopy theory and type theory, taught jointly with Jaka Smrekar☆289Updated last year
- Development of the univalent foundations of mathematics in Coq☆18Updated 12 years ago
- This book will be an undergraduate textbook written in the univalent style, taking advantage of the presence of symmetry in the logic at …☆413Updated this week
- A library for formalizing Haskell types and functions in Coq☆168Updated last year
- An Open Encyclopedia of Proof Systems☆116Updated 2 years ago
- A function definition package for Coq☆227Updated 2 weeks ago
- A curated list of awesome Coq frameworks, libraries and software.☆235Updated 2 weeks ago
- A new Categories library for Agda☆374Updated last week
- Categories parametrized by morphism equality, in Agda☆149Updated 5 years ago
- Coq formalizations of functional languages.☆143Updated 4 years ago
- An introductory course to Homotopy Type Theory☆364Updated 4 years ago