Auslander Reiten Quiver of Nakayama Algebra Nn-2,n
Abstract: For an algebraically
closed field K, given a finite dimensional K-algebra A of finite representation-type, we can store all
the information of the module category mod A by its Auslander Reiten quiver of
mod A. In this paper, we will determine the Auslander Reiten quiver of Nakayama
algebra Nn-2,n for every natural number
n greater than or equal to 3, that is the
Nakayama algebra KQ/I where Q is a linear orientation cyclic quiver
with n
vertices and I denotes the ideal of the path algebra KQ
generated by the paths of length of n – 1.
Author: Faisal, Irawati and
Intan Muchtadi Alamsyah
Journal Code: jpmatematikagg130002
