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20182022
most citedExceptional Sequences and Idempotent Functions

1 citations · 1 across the 7 of their papers we have counts for

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math.RT2022

Pointed Hopf Algebras of Discrete Corepresentation Type

Miodrag Iovanov, Emre Sen, Alexander Sistko +1

We classify pointed Hopf algebras of discrete corepresentation type over an algebraically closed field K with characteristic zero. For such algebras , we explicitly determine th…

math.RT2021

A new characterisation of quasi-hereditary Nakayama algebras and applications

René Marczinzik, Emre Sen

We call a finite dimensional algebra A S-connected if the projective dimensions of the simple A-modules form an interval. We prove that a Nakayama algebra A is S-connected if and o…

math.RT2020

Delooping Level of Nakayama algebras

Emre Sen

We give another proof of the recent result of Ringel, which asserts equality between the finitistic dimension and delooping level of Nakayama algebras. The main tool is syzygy filt…

math.RT2020

On the Homology of Nilpotent k-ary Lie Algebras

Emre Sen

We introduce nilpotent k-ary Lie algebras including analogues of Heisenberg Lie algebras and free nilpotent Lie algebras. We study homology of k-ary nilpotent Lie algebras by using…

math.RT2019

Weak Exceptional Sequences

Emre Sen

We introduce weak exceptional sequence of modules which can be viewed as another modification of the standard case, different than the works of Igusa-Todorov \cite{Igusa-Todorov} a…

math.RT20191 cited

Exceptional Sequences and Idempotent Functions

Emre Sen

We prove that there is a one to one correspondence between the following three sets: idempotent functions on a set of size , complete exceptional sequences of linear radical squ…