ppolesiuk / type-systems-notesLinks
Lecture notes for the Type Systems course given in Autumn 2023
☆11Updated last year
Alternatives and similar repositories for type-systems-notes
Users that are interested in type-systems-notes are comparing it to the libraries listed below
Sorting:
- HoTTEST Summer School materials☆309Updated 2 months ago
- The agda-unimath library☆261Updated this week
- A framework for applied category theory in the Julia language☆667Updated last week
- A course on homotopy theory and type theory, taught jointly with Jaka Smrekar☆301Updated last year
- ☆258Updated 5 months ago
- Logical manifestations of topological concepts, and other things, via the univalent point of view.☆262Updated this week
- Scientific computing in Lean 4☆423Updated 2 months ago
- A formalised, cross-linked reference resource for mathematics done in Homotopy Type Theory☆388Updated this week
- papers of Per Martin Löf☆796Updated last year
- This book will be a textbook written in the univalent style, taking advantage of the presence of symmetry in the logic at an early stage.☆423Updated this week
- The user home repository for the Mathematics in Lean tutorial.☆391Updated last month
- An introduction to programming language theory in Agda☆1,449Updated 2 weeks ago
- Mathematical Components☆633Updated 2 weeks ago
- The collected works of F. W. Lawvere☆359Updated 11 months ago
- An experimental library for Cubical Agda☆497Updated last week
- Minimal implementations for dependent type checking and elaboration☆693Updated this week
- A new Categories library for Agda☆384Updated last week
- An introductory course to Homotopy Type Theory☆373Updated 5 years ago
- Visual Studio Code extension for Coq☆399Updated 2 weeks ago
- This rocq library aims to formalize a substantial body of mathematics using the univalent point of view.☆988Updated last week
- The "batteries included" extended library for the Lean programming language and theorem prover☆322Updated this week
- The Agda standard library☆620Updated this week
- A Coq library for Homotopy Type Theory☆1,333Updated last week
- Metaprogramming, verified meta-theory and implementation of Rocq in Rocq☆460Updated last week
- Lean 3 material for Kevin Buzzard's Jan-Mar 2022 course on formalising mathematics. Lean 4 version available here: https://github.com/Imp…☆119Updated last year
- Theorem Proving in Lean 4☆201Updated last week
- Development of homotopy type theory in Agda☆430Updated 6 years ago
- A proof assistant for higher-dimensional type theory☆208Updated this week
- ☆233Updated last year
- Repositorio de la optativa para la FCEIA☆16Updated 4 months ago