Profunctor Optics: The Categorical Approach - Bartosz Milewski
F(by) 2017. Bartosz Milewski - A Crash Course in Category Theory.
A Crash Course in Category Theory - Bartosz Milewski
Category Theory II 8.1: F-Algebras, Lambek's lemma
Category Theory Track by Bartosz Milewski Part 1 @ZuriHac2023
Bartosz Milewski - Truth about Types (Lambda Days 2016)
Interview to Bartosz Milewski @LambdaWorld2017
Bartosz Milewski - Co ma piernik do wiatraka, czyli teoria kategorii dla programistow
Bartosz Milewski - The Future of Programming - Part 1/2
Bartosz Milewski - Arrows are strong profunctors
Øredev 2017 - Bartosz Milewski - The Earth is Flat: Exploring the Limits of Science
Why algebraic data types are important - Bartosz Milewski - code::dive 2018
Programming with algebras - Bartosz Milewski
Category Theory 6.2: Functors in programming
Category Theory II 7.2: Comonads Categorically and Examples
Bartosz Milewski- Monoidal Catamorphisms- λC 20 Global Edition
Coproduct and Function Objects - Bartosz Milewski - Day 4
Category Theory 5.2: Algebraic data types
Opening keynote - Fun with categories - Bartosz Milewski
Category Theory 3.2: Kleisli category
