Media Summary: The category of bundles on a set as a slice category and as a functor category into sets. Category Theory II 6.2: Free-Forgetful Adjunction, Monads from Adjunctions Category Theory II 6.1: Examples of Adjunctions
Adjunctions From Morphisms 2 - Detailed Analysis & Overview
The category of bundles on a set as a slice category and as a functor category into sets. Category Theory II 6.2: Free-Forgetful Adjunction, Monads from Adjunctions Category Theory II 6.1: Examples of Adjunctions This lecture is part of an online course on category theory. We define adoint functors and give severalexamples of them. For the ... Motivation for the construction of adjoint functors for bundles over sets. We weaken the notion of equivalence of categories and come to an
The definition of the pull-back and its right adjoint for bundles over sets. In this video I talk about a beautiful family of adjoint functors between module categories, and how these offer a natural inspiration ... Talk given on February 1, 2023 on Zoom. Abstract: Whenever one has a class of objects possessing certain structure and a ...
