Type Theory

Dependent Types, Category Theory, Formal Verification, Lambda Calculus

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Scoured 18 posts in 10.0 ms

Samuel Mimram — CSC_51051_EP -- Computational logic: from Artificial intelligence to Zero bugs

 📜Proof Languages
lix.polytechnique.fr·

Type Theory Forall #62 – Dependent Haskell – Vladislav Zavialov [video]

 👑Dependent Haskell  Content type: Video
youtube.com··Hacker News

Proof System Timelines

 🏗️Calculus of Constructions  Content type: Blog
klatz.co·

Deconstructing Datalog

 📋Datalog
rntz.net··Hacker News

Dr. Renata Goncalves recognized with Outstanding Manuscript Award

 📜Proof Languages  Content type: Academic
hsph.harvard.edu·

EC2’s formally verified “isolation engine” provides mathematical assurance of virtual-machine isolation

 📜Proof Languages  Content type: Blog
amazon.science··Lobsters

2026-06-10, Wednesday

 📜Proof Languages
hakon.gylterud.net·

cryspen/hax: A Rust verification tool

 🐪MinCaml  Content type: Code
github.com··Lobsters

Programming Languages Software Award

 🛠programming language development
sigplan.org·

Lean Programming Language

 🛠️Code Synthesis
lean-lang.org·

AWS can now mathematically prove your VMs are isolated

 💻virtual machines
thenewstack.io·

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

 🔗Dependent Types  Content type: Academic
nature.com·

Quanta Books Releases The Proof in the Code

 🔗Dependent Types
simonsfoundation.org·

Book note: The Open Logic FOL texts

 🔍Static Analysis  Content type: Blog
logicmatters.net·

The Proof in the Code

 🔗Dependent Types
Less-relevant results

Rust, C++, and the Tradeoffs Behind Safe Low-Level Code: interview with Nikita Lisitsa

 🚪Escape Hatch  Content type: Blog  Content type: Discussion
serokell.io··Hacker News

How AI is reshaping discovery in maths and physics

 🔗Dependent Types  Content type: Academic
nature.com··Hacker News

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