GAUSS Seminar

Speaker: 
Juan Diego Cifuentes Vargas
Topic: 
Categorical construction of representations of quivers

Abstract:
The intention of the following work is to present the equivalence theorem between the category of the representation of a quiver and the category of modules over the path algebra of that quiver from a categorical point of view. The details of this proof cannot be found in any know previous work. At the end, some consequences of the theorem within the representation theory of algebras are given. Keywords: Quiver, representation theory, algebra, indecomposable modules, finite dimensional algebra, finite dimensional modules, category theory.

Event Date: 
October 30, 2019 - 3:30pm to 4:20pm
Location: 
218 MLH
Calendar Category: 
Seminar
Seminar Category: 
GAUSS