martinescardo / HoTT-UF-Agda-Lecture-NotesLinks
Lecture notes on univalent foundations of mathematics with Agda
☆228Updated last year
Alternatives and similar repositories for HoTT-UF-Agda-Lecture-Notes
Users that are interested in HoTT-UF-Agda-Lecture-Notes are comparing it to the libraries listed below
Sorting:
- 15-819 (Homotopy Type Theory) Lecture Notes☆55Updated 5 years ago
- Logical manifestations of topological concepts, and other things, via the univalent point of view.☆262Updated this week
- "Between the darkness and the dawn, a red cube rises!": a proof assistant for cartesian cubical type theory☆210Updated 3 years ago
- Agda formalisation of the Introduction to Homotopy Type Theory☆125Updated 3 years ago
- A course on homotopy theory and type theory, taught jointly with Jaka Smrekar☆302Updated last year
- The agda-unimath library☆261Updated this week
- A new Categories library for Agda☆384Updated 2 weeks ago
- A library of abstract interfaces for mathematical structures in Coq [maintainer=@spitters,@Lysxia]☆167Updated last month
- Compiling Agda code to readable Haskell☆190Updated 3 weeks ago
- A proof assistant for general type theories☆308Updated 2 weeks ago
- A function definition package for Coq☆232Updated 2 months ago
- 😎TT☆231Updated 2 weeks ago
- Development of homotopy type theory in Agda☆431Updated 6 years ago
- Selected Papers of Dana S. Scott☆162Updated last year
- Programming library for Agda☆130Updated last year
- The People's Refinement Logic☆228Updated 2 years ago
- Attracting mathematicians (others welcome too) with no experience in proof verification interested in HoTT and able to use Agda for HoTT☆130Updated last week
- EPIT 2020 - Spring School on Homotopy Type Theory☆109Updated 4 years ago
- A library for formalizing Haskell types and functions in Coq☆170Updated last year
- HoTTEST Summer School materials☆311Updated 2 months ago
- Total Parser Combinators in Agda☆132Updated 3 weeks ago
- An introductory course to Homotopy Type Theory☆372Updated 5 years ago
- An experimental proof assistant based on a type theory for synthetic ∞-categories.☆245Updated last week
- A small implementation of higher-order unification☆190Updated 8 years ago
- Convert Haskell source code to Coq source code☆280Updated 4 years ago
- A formalised, cross-linked reference resource for mathematics done in Homotopy Type Theory☆391Updated this week
- ☆88Updated 4 months ago
- Categorical logic from a categorical point of view☆80Updated last year
- An experimental library for Cubical Agda☆499Updated last week
- A slow-paced introduction to reflection in Agda. ---Tactics!☆103Updated 3 years ago