FOMO - Category Theory

FOMO - Category Theory

Practical Category Theory: FunctorsSee more

Practical Category Theory: Functors

A monad is a monoid in the category of endofunctors. Whats the problem? #SoMe2See more

A monad is a monoid in the category of endofunctors. Whats the problem? #SoMe2

The Fear of Missing Out (FOMO)See more

The Fear of Missing Out (FOMO)

Category Theory: Adjoint Functors Part 1See more

Category Theory: Adjoint Functors Part 1

David Corfield: "Philosophical perspectives on category theory"See more

David Corfield: 'Philosophical perspectives on category theory'

Tobias Fritz: Information flow with Markov categoriesSee more

Tobias Fritz: Information flow with Markov categories

A Sensible Introduction to Category TheorySee more

A Sensible Introduction to Category Theory

Practical Category Theory: MonoidsSee more

Practical Category Theory: Monoids

∞-Category Theory for UndergraduatesSee more

∞-Category Theory for Undergraduates

The Science Behind FOMOSee more

The Science Behind FOMO

Category Theory II 3.2: Free MonoidsSee more

Category Theory II 3.2: Free Monoids

Fear Of Missing Out (FOMO)See more

Fear Of Missing Out (FOMO)

Brandon Shapiro: Familial and Polynomial Functors for Higher Category TheoriesSee more

Brandon Shapiro: Familial and Polynomial Functors for Higher Category Theories

The NO FOMO Crowdfunding Guide: Don't Back Anything!! JUNE 2024!See more

The NO FOMO Crowdfunding Guide: Don't Back Anything!! JUNE 2024!

Toposes - "Nice Places to Do Math"See more

Toposes - 'Nice Places to Do Math'

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