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Showing results

An agda library for developing synthetic category theory - and other synthetic mathematics

Agda 29 8 Updated Jun 18, 2026

Neovim support for the Lean theorem prover

Lua 545 54 Updated Jun 18, 2026
Agda 26 3 Updated May 13, 2026

Eventually a practical 2-level TT-based compiler

Haskell 37 Updated Apr 17, 2026
TeX 14 2 Updated Sep 7, 2025

Educational implementation of a subset of the JVM bytecode to illustrate imperative and object-oriented programming.

Java 59 1 Updated Jul 18, 2024

formalization of an equivariant cartesian cubical set model of type theory

Agda 21 Updated Jan 3, 2025

antifunext

Agda 41 3 Updated Jun 27, 2024

being a particular fragment of Haskell, extended to a proof system

Haskell 45 4 Updated Mar 2, 2026

A proof assistant for higher-dimensional type theory

OCaml 260 22 Updated Jun 18, 2026

TeXpresso: live rendering and error reporting for LaTeX

C 721 39 Updated Jun 2, 2026

A fancy diagnostics library that allows your compilers to exit with grace

OCaml 92 5 Updated May 7, 2026

Latex documentation of our understanding of the synthetic /internal theory of the Zariski-Topos

TeX 72 7 Updated Jun 18, 2026

An experimental proof assistant based on a type theory for synthetic ∞-categories.

Haskell 282 16 Updated Jun 19, 2026

Sioyek is a PDF viewer with a focus on textbooks and research papers

C 9,627 345 Updated Jun 13, 2026

A markup-based typesetting system that is powerful and easy to learn.

Rust 54,409 1,611 Updated Jun 19, 2026

Lecture Notes for Algebra Lectures at the University of Bonn

TeX 14 2 Updated Sep 4, 2024

A Teeny Type Theory

Haskell 27 3 Updated Jun 4, 2022

Multimode simple type theory as an Agda library.

Agda 23 2 Updated Sep 18, 2024

my phd thesis

TeX 26 Updated Aug 7, 2024

🧊 An indexed construction of semi-simplicial and semi-cubical sets

TeX 31 6 Updated Jun 14, 2026

Tag-based webview of LaTeX documents

Python 10 1 Updated Oct 19, 2025

📜 marginalia.el - Marginalia in the minibuffer

Emacs Lisp 957 31 Updated May 19, 2026

A dependent type theory with user defined data types

OCaml 48 1 Updated Oct 1, 2021

Hacking synthetic Tait computability into Agda. Example: canonicity for MLTT.

Agda 20 2 Updated Feb 26, 2021

Documentation compiler for OCaml

OCaml 355 111 Updated Jun 10, 2026

A modern commutative diagram editor for the web.

JavaScript 3,565 119 Updated May 22, 2026
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