Introdution to Categories, terminal objects, points of an object, and products in categories.
Introdution to Categories, terminal objects, points of an object, and products in categories.
Introdution to Categories, this post is a review of the concepts of idempotents, involutions and graphs.
Introdution to Categories, this post is a review of the concepts of idempotents, involutions and graphs.
Introdution to Categories, maps preserve the positive properties.
Introdution to Categories, maps preserve the positive properties.
Introdution to Categories, monoids. I'm so happy to come to the concept of monoids. It's a large step.
Introdution to Categories, monoids. I'm so happy to come to the concept of monoids. It's a large step.
Introdution to Categories, the category of richer structures
Introdution to Categories, the category of richer structures
Introdution to Categories, Brouwer's theorems
Introdution to Categories, Brouwer's theorems
Introdution to Categories, retracts and idempotents
Introdution to Categories, retracts and idempotents
Introdution to Categories, you can view maps as the sorting of the domain by a property or the naming of the codomain
Introdution to Categories, you can view maps as the sorting of the domain by a property or the naming of the codomain
Introdution to Categories, division of maps, isomorphisms, sections and retractions
Introdution to Categories, division of maps, isomorphisms, sections and retractions