On transformations of index 1
Authors : Leyla Bugay, Osman Kelekci
Pages : 419-425
Doi:10.3906/mat-1309-60
View : 9 | Download : 5
Publication Date : 9999-12-31
Article Type : Makaleler
Abstract :The index and the period of an element a of a finite semigroup are defined as the smallest values of m \geq 1 and r \geq 1 such that am+r=am, respectively. If m=1 then a is called an element of index 1. The aim of this paper is to find some properties of the elements of index 1 in Tn, which we call transformations of index 1.Keywords : Transformations, orbit, index, period