At a Glance: Abstract: This is the first of two related talks, the second of which by Wojciech Nawrocki will be on SynthLean and other ... Coinduction, the mathematical dual of induction, is a fundamental proof principle in computer science, essential for reasoning ...

Sequents Semantics And Inductive Types In Lean -

Abstract: This is the first of two related talks, the second of which by Wojciech Nawrocki will be on SynthLean and other ... Coinduction, the mathematical dual of induction, is a fundamental proof principle in computer science, essential for reasoning ... In this talk, Patrick Massot gives an introduction to interacting with the

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  • Abstract: This is the first of two related talks, the second of which by Wojciech Nawrocki will be on SynthLean and other ...
  • Coinduction, the mathematical dual of induction, is a fundamental proof principle in computer science, essential for reasoning ...
  • In this talk, Patrick Massot gives an introduction to interacting with the

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Reference Gallery

Sequents, semantics, and inductive types in Lean.
Inductive Types in Lean 4 (Episode 2 - Sigma Types)
Wojciech Różowski - Coinductive predicates in Lean (Lean Together 2026)
Inductive Types in Lean 4 (Episode 1 - Pair Types)
Inductive Types in Lean 4 (Episode 3 - Formalizing Eckmann-Hilton)
Inductive Types in Lean 4 (Episode 4 - Natural Numbers)
Steve Awodey: HoTTLean - Semantics of HoTT in Lean (12 Feb 2026)
Lean for the Curious Mathematician 2023   Structures & Classes
LftCM2020: Mathematics in Lean introduction - Patrick Massot
Lean Principles
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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

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

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 for reasoning ...

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

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

Read more details and related context about Inductive Types in Lean 4 (Episode 1 - Pair Types).

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

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

Read more details and related context about 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 4 - Natural Numbers)

Read more details and related context about Inductive Types in Lean 4 (Episode 4 - Natural Numbers).

Steve Awodey: HoTTLean - Semantics of HoTT in Lean (12 Feb 2026)

Steve Awodey: HoTTLean - Semantics of HoTT in Lean (12 Feb 2026)

Abstract: This is the first of two related talks, the second of which by Wojciech Nawrocki will be on SynthLean and other ...

Lean for the Curious Mathematician 2023   Structures & Classes

Lean for the Curious Mathematician 2023 Structures & Classes

Read more details and related context about Lean for the Curious Mathematician 2023 Structures & Classes.

LftCM2020: Mathematics in Lean introduction - Patrick Massot

LftCM2020: Mathematics in Lean introduction - Patrick Massot

In this talk, Patrick Massot gives an introduction to interacting with the

Lean Principles

Lean Principles

Read more details and related context about Lean Principles.