A Crash Course in Category Theory - Bartosz Milewski

A Crash Course in Category Theory - Bartosz Milewski

A Sensible Introduction to Category TheorySee more

A Sensible Introduction to Category Theory

Teaching Optics through Conspiracy Theories by Bartosz Milewski #FnConf 2022See more

Teaching Optics through Conspiracy Theories by Bartosz Milewski #FnConf 2022

Fun(c) 2018.9: Rúnar Bjarnason - A Crash Course in CategoriesSee more

Fun(c) 2018.9: Rúnar Bjarnason - A Crash Course in Categories

[VDM19] The 4 Rules of Simple Design In Functional Programming by Uberto BarbiniSee more

[VDM19] The 4 Rules of Simple Design In Functional Programming by Uberto Barbini

Category Theory for Programmers: Chapter 7 - Functors (by Example)See more

Category Theory for Programmers: Chapter 7 - Functors (by Example)

Category Theory III 7.1, Natural transformations as endsSee more

Category Theory III 7.1, Natural transformations as ends

Category Theory for Programmers: Chapter 1 - CategorySee more

Category Theory for Programmers: Chapter 1 - Category

Category Theory III 5.1, Eilenberg Moore and LawvereSee more

Category Theory III 5.1, Eilenberg Moore and Lawvere

Piotr Milewski - praca w japońskiej korporacji - wywiad z autorem książki Planeta K cz. 1See more

Piotr Milewski - praca w japońskiej korporacji - wywiad z autorem książki Planeta K cz. 1

Interview: Anthony Milewski, Conic Metals - 121 Mining Investment Cape Town 2020 SpringSee more

Interview: Anthony Milewski, Conic Metals - 121 Mining Investment Cape Town 2020 Spring

Category Theory III 4.1, Monad algebras part 2See more

Category Theory III 4.1, Monad algebras part 2

Category Theory II 3.2: Free MonoidsSee more

Category Theory II 3.2: Free Monoids

Category Theory III 1.1: Overview part 1See more

Category Theory III 1.1: Overview part 1

Category Theory II 4.2: The Yoneda LemmaSee more

Category Theory II 4.2: The Yoneda Lemma

Category Theory II 8.1: F-Algebras, Lambek's lemmaSee more

Category Theory II 8.1: F-Algebras, Lambek's lemma

Category Theory III 3.1, Adjunctions and monadsSee more

Category Theory III 3.1, Adjunctions and monads

F(by) 2017. Bartosz Milewski - A Crash Course in Category Theory.See more

F(by) 2017. Bartosz Milewski - A Crash Course in Category Theory.

Category Theory II 3.1: Examples of Limits and ColimitsSee more

Category Theory II 3.1: Examples of Limits and Colimits

Category Theory II 9.1: LensesSee more

Category Theory II 9.1: Lenses

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