1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.RA2025
A Noncommutative Nullstellensatz for Leavitt Path Algebras
Ayten Koç, Murad Özaydın
Hilbert's Nullstellensatz states that a quotient of the algebra of polynomial functions on an algebraic variety over an algebraically closed field is the algebra of polynomial func…
math.RA2015
Representations of Leavitt Path Algebras
Ayten Koç, Murad Özaydın
We study representations of a Leavitt path algebra of a finitely separated digraph over a field. We show that the category of -modules is equivalent to a full subcategor…
math.RA2012★ 1 cited
A Combinatorial Discussion on Finite Dimensional Leavitt Path Algebras
Ayten Koç, Songül Esin, Ismail Güloğlu +5
Any finite dimensional semisimple algebra A over a field K is isomorphic to a direct sum of finite dimensional full matrix rings over suitable division rings. In this paper we will…