A language for the joy of programming

The Agda Universal Algebra Library (UALib) is a library of types and programs (theorems and proofs) that formalizes the foundations of universal algebra in dependent type theory using the Agda proof assistant language.

Towards richer dependent types for DOT

An learning project demonstrating a simple implementation of Martin-Löf dependent type theory（MLTT）

Cubical Type Theory in Scala 3 — port of Mortberg's cubicaltt

Haskell Nat implementation.

Locally nameless implementation of the Holy Types and Programming Languages using TLC!

Introduction to formal mathematics in Lean with an example in topology

《The essence of ML type inference》的中文翻译和（第一章的）阅读笔记

This is a work in progress of https://plfa.github.io/ course.

Programming Language Theory

Playing around with Arend

This repository contains the formalisation of an extended dependently typed lambda calculus given in the paper below: https://www.cs.princeton.edu/~dpw/papers/TCS04.pdf

An experimental project demonstrating a self-hosting compiler built entirely with Untyped Lambda Calculus.

Learning Lean (and Type Theory) for the ZFC-Headed Pure Mathematician

My agda code to formalise the theorems and exercises in Rijke's Introduction to Homotopy Type Theory.

Working through Andras Kovacs' elaboration zoo in Javascript

19-05:I'm getting back to handwriting... and I'm still at it. 19/05 -ore 22,10 : ho creato un motore di risonanza logica. My best formulas are at the link below.