Coq is a formal proof management system. It provides a formal language to write mathematical definitions, executable algorithms and theorems together with an environment for semi-interactive development of machine-checked proofs.
A Proof-oriented Programming Language
Lean Theorem Prover
Lean mathematical components library
CakeML: A Verified Implementation of ML
Canonical sources for HOL4 theorem-proving system. Branch develop is where “mainline development” occurs; when develop passes our regression tests, master is merged forward to catch up.
Software Foundations in Idris
Bug-free machine learning on stochastic computation graphs
Links to tools by subject
A Learning Environment for Theorem Proving with the Coq proof assistant
ACL2 System and Books as Maintained by the Community
Proving Ground: Tools for Automated Mathematics
An exhaustive list of all Rust resources regarding automated or semi-automated formalization efforts in any area, constructive mathematics, formal algorithms, and program verification.
Tableau-based Theorem Prover for Natural Logic and Language
GAPT: General Architecture for Proof Theory
Public code developed during my MSc study at University of Bologna
Jupyter kernel for Coq
Resolution theorem proving for predicate logic in pure Python.
Book: Gentle Introduction to Dependent Types with Idris
A Learning Environment for Theorem Proving
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