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Programming with Categories - Lecture 17

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Lecturers: Brendan Fong, Bartosz Milewski, David Spivak
Summary: In this course we explain how category theory—a branch of mathematics known for its ability to organize the key abstractions that structure much of the mathematical universe—has become useful for writing elegant and maintainable code. In particular, we'll use examples from the Haskell programming language to motivate category-theoretic constructs, and then explain these constructs from a more abstract and inclusive viewpoint. Hands-on programming exercises will be used to demonstrate categorical ideas like "the universal property of products" in working Haskell code.
We will assume no background knowledge on behalf of the student, starting from scratch on both the programming and mathematics.
(Video: Paolo Perrone.)
Programming with Categories - Lecture 1
Programming with Categories - Lecture 2
Programming with Categories - Lecture 0
Programming with Categories - Lecture 3
Programming with Categories - Lecture 17
Programming with Categories - Lecture 13
Programming with Categories - Lecture 16
Programming with Categories - Lecture 11
Mastering C++ OOPs Concepts | Session 1: Introduction to Object-Oriented Programming in C++
Programming with Categories - Lecture 5
Programming with Categories - Lecture 15
Programming with Categories - Lecture 8
Programming with Categories - Lecture 10
Programming with Categories - Lecture 4
Programming with Categories - Lecture 14
Programming with Categories - Lecture 12
Programming with Categories - Lecture 7
Programming with Categories - Lecture 9
Programming with Categories - Lecture 6
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Principles of Programming Languages Lecture 5 Part 1
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Category Theory Foundations, Lecture 2
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