Classes of Universal Epi- and Monomorphisms in Quasi-Abelian Categories
Max Zinchenko
TL;DR
This paper addresses an open problem in quasi-abelian categories by providing solutions and examples of non-strict universal epimorphisms and monomorphisms, advancing the understanding of morphism classes.
Contribution
It offers a solution to an open problem and presents new examples of non-strict universal morphisms in quasi-abelian categories.
Findings
Solved an open problem in the theory of quasi-abelian categories.
Provided examples of non-strict universal epimorphisms and monomorphisms.
Enhanced understanding of morphism classes in categorical algebra.
Abstract
This paper provides a solution to the open problen formulated in Glotko and Kuzminov article, as well as examples of non-strict universal epimorphisms and monomorphisms.
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Taxonomy
TopicsAdvanced Topology and Set Theory · Rings, Modules, and Algebras · Computability, Logic, AI Algorithms