9 citations · 16 across the 8 of their papers we have counts for
8 papers
A discussion of bisexual populations with Wolbachia infection as an evolution algebra
Songül Esin, Müge Kanuni, Barış Özdinç
In this paper, Wolbachia infection in a bisexual and diploid population with a fixed cytoplasmic incompatibility rate and maternal transmission rate is studied as an evolut…
An Algebraic Discussion of Bisexual Populations with Wolbachia Infection I: Discrete Dynamical System Approach
Barış Özdinç, Songül Esin, Müge Kanuni
This is the first paper in the sequel studying the Wolbachia-infection in bisexual populations. This paper considers the behavior of the population as a discrete dynamical system.…
The Local-Global Principle in Leavitt Path Algebras
Songül Esin
This is a short note on how a particular graph construction on a subset of edges that lead to a subalgebra construction, provided a tool in proving some ring theoretical properties…
On Prüfer-Like Properties of Leavitt Path Algebras
Songül Esin, Müge Kanuni, Ayten Koç +2
Prüfer domains and subclasses of integral domains such as Dedekind domains admit characterizations by means of the properties of their ideal lattices. Interestingly, a Leavitt path…
Minimal Generators of Annihilators of Neat Even Elements in The Exterior Algebra
Songül Esin
In this paper we exhibit a minimal set of generators form the annihilator of even neat elements of the exterior algebra of a vector space, when the base field is of positive charac…
Existence of maximal ideals in Leavitt path algebras
Songül Esin, Müge Kanuni
Let be an arbitrary directed graph and let be the Leavitt path algebra of the graph over a field . The necessary and sufficient con- ditions are given to assure the…
On intersections of two-sided ideals of Leavitt path algebras
Songül Esin, Müge Kanuni, K. M. Rangaswamy
Let be an arbitrary directed graph and let be the Leavitt path algebra of the graph over a field . It is shown that every ideal of is an intersection of primitiv…
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…