Proof Assistants

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Samuel Mimram โ€” CSC_51051_EP -- Computational logic: from Artificial intelligence to Zero bugs

ย ๐Ÿ›๏ธAgda
lix.polytechnique.frยท

Abduction Prover in Isabelle/HOL

ย ๐Ÿ‘‘Isabelle/HOL ย Content type: Academic
arxiv.orgยท

Proof System Timelines

ย ๐ŸงฎTheorem Proving ย Content type: Blog
klatz.coยท

Neon NTT - (Auto)formalised

ย ๐Ÿ‘‘Isabelle
eprint.iacr.orgยท

The Proof in the Code

ย ๐Ÿ‘‘Isabelle/HOL
quantabooks.orgยท

Quanta Books Releases The Proof in the Code

ย ๐Ÿ‘‘Isabelle/HOL
simonsfoundation.orgยท
Less-relevant results

Issue 527

ย ๐Ÿ”—Functional Compilers
haskellweekly.newsยท

Lean Programming Language

ย ๐Ÿ‘‘Isabelle/HOL
lean-lang.orgยท

How AI is reshaping discovery in maths and physics

ย ๐Ÿ‡ธSweden ย Content type: Academic
nature.comยทยทHacker News

Programming Languages Software Award

ย ๐Ÿ“‹Formal Verification
sigplan.orgยท

Introducing Soteria: A New Generation of Static Analysis for Rust

ย ๐Ÿ”’Type Safety ย Content type: Blog
soteria-tools.comยทยทHacker News

One Language To Rule Them All

ย ๐Ÿ’ปprogramming languages ย Content type: Blog

A Proof in Coq that Core Logic is not Paraconsistent

ย ๐Ÿ”ฒProof Irrelevance ย Content type: Academic
arxiv.orgยท

Introducing Jo โ€” Secure Programming for the AI Era

ย ๐Ÿ’ปprogramming languages ย Content type: Blog
jo-lang.orgยทยทHacker News

ICYMI: May 2026 @AWS Security

ย ๐Ÿ”—Supply Chain ย Content type: Blog
aws.amazon.comยท

Interspecies quorum sensing signals modulate multicellular organization and enhance contact-dependent antagonism in Vibrio cholerae

ย ๐Ÿ”คType Theory ย Content type: Academic
nature.comยท

Formal verification of the S-two AIR

ย ๐Ÿ’ปProgramming languages ย Content type: Academic
arxiv.orgยท

Extraction and Search in Rocq: Theorems, Definitions and Their dependencies

ย ๐Ÿ“‹Formal Verification ย Content type: Academic
arxiv.orgยท

Lean4Agent: Formal Modeling and Verification for Agent Workflow and Trajectory

ย ๐Ÿ’ปCS ย Content type: Academic
arxiv.orgยท

A Reproducible Certificate for the Brass--Sharifi Lower Bound in Lebesgue's Universal Cover Problem

ย ๐Ÿ“ŠComputational Geometry ย Content type: Academic
arxiv.orgยท

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