An Introduction to Categories and Homological Algebra: A Tale of Four Functors
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Date
Authors
Ragland, Caedmon
Journal Title
Journal ISSN
Volume Title
Publisher
East Carolina University
Abstract
We assume familiarity with group theory and discuss the technical background necessary to construct and understand the functors Hom, Ext, T or and tensor on the category of abelian groups, with special attention paid to Hom and Ext. In doing so, we hope to provide an introduction to the study of category theory and homological algebra understandable to an undergraduate with 1-2 semesters of abstract algebra.
Description
Keywords
Extensions, Introduction, Elementary, Category Theory, Group, Groups, Abelian, Ext, Hom, Tensor, Tor
