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Metamath
Specifying Verified X86 Software from Scratch
The Metamathematics of Putnam's Model-Theoretic Arguments
Mathematics in the Computer
The Metamath Proof Language
Constructing a Categorical Framework of Metamathematical Comparison Between Deductive Systems of Logic
Arxiv:2005.03089V1 [Cs.LO] 5 May 2020 Abstract ??? Accepted: / ??? Received: Optrsine a Erlangen-N¨Urnberg E.G
Generating Custom Set Theories with Non-Set Structured Objects
The Birth of Model Theory
Models for Metamath
HOL Light — from Foundations to Applications
Metamath a Computer Language for Mathematical Proofs
Generative Language Modeling for Automated Theorem Proving
Type Theory and Practical Foundations
Replacement Versus Collection and Related Topics in Constructive Zermelo-Fraenkel Set Theory
Websites for Math
Set-Theoretical Mathematics in Coq
Formalization of Logic in the Isabelle Proof Assistant
Arxiv:1910.10703V3 [Cs.LO] 30 Mar 2020 Stesfwr Htcek T O a Ebosrptuti O in Trust Bootstrap System We a Can Such How in It
Top View
Metamath.Pdf
Let's Make Set Theory Great Again!
Models for Metamath
Proof Editor for Natural Deduction in First-Order Logic the Evaluation of an Educational Aiding Tool for Students Learning Logic
A Finitely Axiomatized Formalization of Predicate Calculus with Equality
Meta Math! Cover
CICM 2015 – Work in Progress Preface
The Next Generation of Proof Assistants
Semantics of Mizar As an Isabelle Object Logic
X86 Verification from Scratch
Two Tools for Formalizing Mathematical Proofs
Sophize Markdown and Collaboration Interface
Isabelle Formalization of Set Theoretic Structures and Comprehensions
The Generalised Continuum Hypothesis Implies the Axiom of Choice in Coq
Metamath Zero Or: How to Verify a Verifier
A New Implementation of Automath
Comparing Mathematical Provers
A Simplified Framework for First-Order Languages and Its Formalization In
A Framework for Metamathematics
Formalization of the Prime Number Theorem and Dirichlet's Theorem
Towards a Trustworthy Semantics-Based Language Framework Via Proof Generation
Gamepad:Alearning Environmentfor Theo- Rem Proving
Making Set Theory Great Again: the Naproche-SAD Project
Arxiv:1601.07699V4 [Math.LO]
History of Interactive Theorem Proving
A Survey on Theorem Provers in Formal Methods
Conversion of HOL Light Proofs Into Metamath
Arxiv:1608.02644V2 [Cs.AI] 10 Aug 2016 Have Been Extended to Automated Theorem Provers, Complete Non-Interactive Tools for the Genera- Tion of Formal Proofs