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Could a computer program find Fermat's Lost Theorem? Professor Altenkirch shows us how to get started with lean. EXTRA BITS ...

Let's demystify Type Theory! Solution to the Proofs: ...

I show how to prove a basic result in logic using the Lean prover, first in tactic mode and then in term mode. Try Lean online with ...

Lex Fridman Podcast full episode: https://www.youtube.com/watch?v=HUkBz-cdB-k Thank you for listening ❤ Check out our ...

We prove three propositions in Coq and examine the corresponding Curry-Howard proof terms in Coq. The previous video shows ...

Follow along as I learn how to use an automated proof system, Lean 4. We'll do an introductory proof involving natural numbers ...

In the next video we do the same proofs and obtain the same proof terms in the proof assistant Coq: http://youtu.be/Da9WjINqY9c.

Andrew Granville knows that artificial intelligence will profoundly change math. The programming language Lean already plays a ...

In this video, we prove commutativity of addition on the natural numbers in the proof assistant Coq. This is the formal version of the ...

This video was recorded at Lambda Days 2020 http://www.lambdadays.org/lambdadays2020 Get involved in Lambda Days' next ...

Presented at NEPLS 2025 https://nepls.org/Events/35/ https://github.com/philzook58/knuckledragger Follow along here ...

This provides the first part of an introduction to Metamath-lamp, a proof assistant for creating proofs in the Metamath language.

The Curry-Howard correspondence is a deep relationship between logic, computation, and type theory. It views proofs as ...

This video introduces the Deduce proof assistant. Deduce is a computer program that checks whether a formal proof is correct.

Create pure mathematics from scratch with Metamath. Enter the propositional logic axioms and the modus ponens rule and use ...

Gödel's Incompleteness Theorem explained with Pen, Paper & Lean (the proof assistant) Professor Thorsten Altenkirch is based ...

A tutorial video for the Globular proof assistant (See http://ncatlab.org/nlab/show/Globular)

A graphical problem seems intuitive to a human, but how do you explain something formally to a machine? Dr. Mohammad ...

QED in Context: An Observation Study of Proof Assistant Users (Video, OOPSLA1 2025) Jessica Shi, Cassia Torczon, Harrison ...