Adelman's Abelianisation of an Additive Category
Nico Stein

TL;DR
This thesis explores Adelman's method for creating a universal abelian category from an additive category and extends it to include transformations between additive functors.
Contribution
It introduces an extension of Adelman's construction to encompass transformations between additive functors, broadening its applicability.
Findings
Provides a generalized construction for additive functors
Extends the universal abelian category framework
Enhances understanding of additive category transformations
Abstract
This Bachelor's thesis studies Adelman's construction of the universal abelian category of an additive category. It furthermore extends the construction such that it also applies to transformations between additive functors.
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Taxonomy
TopicsHomotopy and Cohomology in Algebraic Topology · Algebraic structures and combinatorial models · Advanced Topics in Algebra
