Date of Award
Level of Access Assigned by Author
Master of Arts (MA)
Second Committee Member
Third Committee Member
In this thesis we establish the technique used to construct universal algebras, and apply this technique to construct Leavitt path algebras. We then establish the basic language of category theory. From there we look at the category of modules over Leavitt Path Algebras over a finite graph, and establish a functorial classification of this category.
MacDonald, Davis, "The Category of Modules Over a Leavitt Path Algebra" (2022). Electronic Theses and Dissertations. 3602.