Category Theory, The essence of interface-based design - Erik Meijer
Category Theory is the Mathematicians' interpretation of interface-based design, so whenever you hack together a new API in your favourite OO language, it is always a smart idea to ask the question x -LT "What would x do?" applied to the Category Theorist that worked on your same problem already decades ago. Since lambda expressions are the new hot topic all across programming language land these days, we will invoke our question of conscience with "Joachim Lambek" and learn that Java 8 lambdas and method references are simply a Cartesian Closed Category, proving yet again that interfaces are the OO developers' interpretation of Category Theory. Foo Café is an independent and physical meeting place for people of all backgrounds and expertise within the IT-industry in the Malmö/Lund region. Foo Café is aimed at those interested in sharing, learning and creating. Join the fun at foocafe.org

Erik Meijer: Functional Programming

Limits of Logic: The Gödel Legacy

A Sensible Introduction to Category Theory

Programming with Categories - Lecture 0

Functional Programming from First Principles • Erik Meijer • GOTO 2012

Category Theory for the Working Hacker by Philip Wadler

Category Theory Foundations, Lecture 1

C9 Lectures: Dr. Erik Meijer - Functional Programming Fundamentals Chapter 1 of 13

Beyond Computation: The P vs NP Problem - Michael Sipser

Category Theory by Tom LaGatta

Lambda Calculus - Fundamentals of Lambda Calculus & Functional Programming in JavaScript
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Your Phone Is Destroying Your Sense of Meaning | Arthur Brooks [ARC 2026]

What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains

A Crash Course in Category Theory - Bartosz Milewski

A Categorical View of Computational Effects

Daniel Beskin - Category Theory as a Tool for Thought - Lambda Days 2020

Category Theory in Life - Eugenia Cheng

Training Sand to Think: Artificial General Intelligence & Future of Physics

Functional Design Patterns - Scott Wlaschin

