A uniquely accessible introduction to abstract mathematics and category theory written by popular science author of How to Bake Pi.
Eugenia Cheng - The Joy of Abstraction: An Exploration of Math, Category Theory, and Life
She builds up to the category theory chapters.
Book club: https://youtube.com/playlist?list=PLhgq-BqyZ7i7tEEQVG5rlOG8y...
Fantastic exposition of machine learning. The author does an amazing job of bringing a technical subject down to an easily readable level.
2. The Joy of Abstraction - Eugenia Cheng
Similar to the above review. I never thought Category Theory could be made so easily readable!
3. A Little History of Philosophy - Nigel Warburton
Small, compact book. A quick interesting jaunnt through the history of philosophy. Entertaining and educational!
"Type Theory and Functional Programming" by Simon Thompson (PDF available via quick search)
First 120 pages of "Type Theory and Formal Proof" by Rob Nederpelt / Herman Geuvers
For some early stuff on dependent types (also covered in the above), check out "Intuitionistic Type Theory" by Per Martin-Lof
"Computation and Reasoning: A Type Theory for Computer Science" by Zhaouhui Luo
"Type-Driven Development with Idris" by Edwin Brady
"Gentle Introduction to Dependent Types with Idris" by Boro Sitnikovski
"Types and Programming Languages" by Pierce
"Practical Foundations for Programming Languages" by Robert Harper (or any of his YouTube videos re/Type Theory)
"The Little Typer" by Friedman and Christiansen
"Modal Homotopy Type Theory: The Prospect of a New Logic for Philosophy" by David Corfield (just took this one to OBX North Carolina to enjoy on my beach vacation last week! Got some salt water in those pages. Also speaks to Category Theory.)
For Category Theory:
"The Joy of Abstraction" (2023) by Euginia Cheng
"Basic Category Theory for Computer Scientists" by Benjamin C. Pierce
"Conceptual Mathematics: A first introduction to categories" by Lawvere and Schanuel
"Categories for the Working Philosopher" by Landry
Lately I've enjoyed, but did not finish, the Joy of Abstraction by Eugenia Cheng, on category theory. And there was a differential geometry book whose name I have forgotten but whose exercises I really enjoyed, because I could do them in my head while riding the bus, just by thinking about them.
I'm not particularly well read on mathematics (had a lot of math in college, hardly any since) but I would like to circle back to reading more at some point.
