Media Summary: Coinduction, the mathematical dual of induction, is a fundamental proof principle in computer science, essential In this video, we'll continue our journey thru What the sigma?! 0:00 Welcome! 0:49 What dependent pairs are 2:00

Inductive Types In Lean 4 - Detailed Analysis & Overview

Coinduction, the mathematical dual of induction, is a fundamental proof principle in computer science, essential In this video, we'll continue our journey thru What the sigma?! 0:00 Welcome! 0:49 What dependent pairs are 2:00 Follow along as I learn how to use an automated proof system, In this talk, Luis will explore the inner workings of interactive proof assistants such as Lean4 and discover a profound connection ... The topic of this video is the recursor, which is the elimination principle that power induction, recursion, case analysis, and more.

This is a talk I gave at a seminar on the automated proof assistant I show how to prove a basic result in logic using the How would you like to, not just find and correct bugs in your code, but write code that's provably free of bugs? How can rigorous ...

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Wojciech Różowski - Coinductive predicates in Lean (Lean Together 2026)
Inductive Types in Lean 4 (Episode 3 - Formalizing Eckmann-Hilton)
Inductive Types in Lean 4 (Episode 4 - Natural Numbers)
Inductive Types in Lean 4 (Episode 1 - Pair Types)
Inductive Types in Lean 4 (Episode 2 - Sigma Types)
Introductory Proof with Lean 4 - Natural Numbers
Lean4 and the Curry-Howard Isomorphism (Luis Wirth)
What is the recursor in Lean 4?
Sequents, semantics, and inductive types in Lean.
Lean for the Curious Mathematician 2023   Logic
Lean4 Beginners #2 - the exact? Tactic and Pattern Matching on Inductive types (or/and)
10 minute Lean tutorial : proving logical propositions
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Wojciech Różowski - Coinductive predicates in Lean (Lean Together 2026)

Wojciech Różowski - Coinductive predicates in Lean (Lean Together 2026)

Coinduction, the mathematical dual of induction, is a fundamental proof principle in computer science, essential

Inductive Types in Lean 4 (Episode 3 - Formalizing Eckmann-Hilton)

Inductive Types in Lean 4 (Episode 3 - Formalizing Eckmann-Hilton)

Using the dependent pair

Inductive Types in Lean 4 (Episode 4 - Natural Numbers)

Inductive Types in Lean 4 (Episode 4 - Natural Numbers)

In this video, we'll continue our journey thru

Inductive Types in Lean 4 (Episode 1 - Pair Types)

Inductive Types in Lean 4 (Episode 1 - Pair Types)

Let's talk about the

Inductive Types in Lean 4 (Episode 2 - Sigma Types)

Inductive Types in Lean 4 (Episode 2 - Sigma Types)

What the sigma?! 0:00 Welcome! 0:49 What dependent pairs are 2:00

Introductory Proof with Lean 4 - Natural Numbers

Introductory Proof with Lean 4 - Natural Numbers

Follow along as I learn how to use an automated proof system,

Lean4 and the Curry-Howard Isomorphism (Luis Wirth)

Lean4 and the Curry-Howard Isomorphism (Luis Wirth)

In this talk, Luis will explore the inner workings of interactive proof assistants such as Lean4 and discover a profound connection ...

What is the recursor in Lean 4?

What is the recursor in Lean 4?

The topic of this video is the recursor, which is the elimination principle that power induction, recursion, case analysis, and more.

Sequents, semantics, and inductive types in Lean.

Sequents, semantics, and inductive types in Lean.

This is a talk I gave at a seminar on the automated proof assistant

Lean for the Curious Mathematician 2023   Logic

Lean for the Curious Mathematician 2023 Logic

https://lftcm2023.github.io/tutorial/index.html.

Lean4 Beginners #2 - the exact? Tactic and Pattern Matching on Inductive types (or/and)

Lean4 Beginners #2 - the exact? Tactic and Pattern Matching on Inductive types (or/and)

Series Playlist: https://youtube.com/playlist?list=PLiUpWaXHLW3hxj9yMTDN0ixWm5YdYKqJU&si=TymuPCLifDnekjqs Next ...

10 minute Lean tutorial : proving logical propositions

10 minute Lean tutorial : proving logical propositions

I show how to prove a basic result in logic using the

Lean for Scientists and Engineers, Summer 2024 - Lecture 1

Lean for Scientists and Engineers, Summer 2024 - Lecture 1

How would you like to, not just find and correct bugs in your code, but write code that's provably free of bugs? How can rigorous ...