LftCM2020: Calculus and integration - Yury Kudryashov
Changing variables in integrals - Sébastien Gouëzel - Lean in Lyon
Formalized mathematics and differential topology - Patrick Massot - Lean in Lyon
(FC11) Differintegrals of Sine and Cosine (Pt. 2)
LftCM2020: Topology and filters - Patrick Massot
Proving theorems with computers - Kevin Buzzard
LftCM2020: Logic in Lean - Jeremy Avigad
Lecture 3 (Calculus)
Kevin Buzzard (lecture 9/20) Automorphic Forms And The Langlands Program [2017]
G. Forni - Cohomological equation and Ruelle resonnences (Part 1)
20190605 Introduction to Interactive theorem proving, at the OSU Quantum Symmetries summer school
Kevin Buzzard, Teaching computers to prove theorems
Introduction to Programming in Lean
Sébastien Gouëzel: On a Mathematician's Attempts to Formalize his Own Research in Proof Assistants
How do you convince mathematicians a theory prover is worth their time? with Kevin Buzzard
Master Program: Probability Theory - Lecture 17: Central Limit Theorem, II
Leanprover: group theory: mul_one
CICM2020: Maintaining a Library of Formal Mathematics - Gabriel Ebner
Emilio Minichiello --- Category Theory ∩ Differential Geometry.
Rings, Integral Domains & Fields
![Kevin Buzzard (lecture 9/20) Automorphic Forms And The Langlands Program [2017]](https://img.youtube.com/vi/Pm4DThoO5kY/0.jpg)
