Functions Inductive Types Structures Interactive Theorem Proving Using Lean Lecture 3 Information Guide

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  2. Main Features
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Overview of Functions Inductive Types Structures Interactive Theorem Proving Using Lean Lecture 3

Functions, inductive types, structures  — Interactive Theorem Proving using Lean, Lecture 3 News
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Main Features

Details Pattern matching and recursion — Interactive Theorem Proving with Lean, Lecture 4 Guide
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Latest News

Full Interactive Theorem Proving using Lean — Exercise sheet 1.1-b Update
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Learn Lean 4 in 40 Minutes — A Visual Crash Course
Learn Lean 4 in 40 Minutes — A Visual Crash Course
Sequents, semantics, and inductive types in Lean.
Sequents, semantics, and inductive types in Lean.
Interactive Theorem Proving using Lean — Exercise sheet 1.1-a
Interactive Theorem Proving using Lean — Exercise sheet 1.1-a
Lean4 Beginners #3 - Pattern Matching on Nested Inductive Types, and more Lambdas
Lean4 Beginners #3 - Pattern Matching on Nested Inductive Types, and more Lambdas
What is an Inductive Type - A Look in with Lean (Pranav Ramesh)
What is an Inductive Type - A Look in with Lean (Pranav Ramesh)
Lean 4 for Beginners: Your First Program and Proof
Lean 4 for Beginners: Your First Program and Proof
Interactive Theorem Proving, Guest Lecture - Introduction to Agda, by Jeremy Siek
Interactive Theorem Proving, Guest Lecture - Introduction to Agda, by Jeremy Siek
Metaprogramming in Lean 3 tutorial: video 3
Metaprogramming in Lean 3 tutorial: video 3
Inductive Types in Lean 4 (Episode 3 - Formalizing Eckmann-Hilton)
Inductive Types in Lean 4 (Episode 3 - Formalizing Eckmann-Hilton)
Prof. Jeremy Avigad | The Lean Theorem Prover
Prof. Jeremy Avigad | The Lean Theorem Prover
Interactive Theorem Proving, Lecture 3 - Coq, Tactics, and Locally Nameless, by Elias Castegren
Interactive Theorem Proving, Lecture 3 - Coq, Tactics, and Locally Nameless, by Elias Castegren

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Last Updated: November 11, 2026

Final Thoughts

The natural numbers and reduction rules, Interactive Theorem Proving with Lean, Lecture 2 News
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Summary

Interactive Theorem Proving using Lean What does it actually look to *write a mathematical This is a talk I gave at a seminar on the automated Exercise sheet 1.1-a University of Freiburg, winter term 2026/27 The first sheet on the natural numbers, solved from start to finish. Cheat Sheet: raw.githubusercontent.com/madvorak/lean4-cheatsheet/main/ A series of videos about metaprogramming and tactics in the Speaker: Professor Jeremy Avigad (Carnegie Mellon University) Date: 29th Jun 2017 - 11:00 to 12:00 Venue: INI Seminar Room 2 ...

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