Please use this identifier to cite or link to this item: http://202.28.34.124/dspace/handle123456789/617
Title: Linear Cohypersubstitutions and Generalized Linear Cohypersubstitutions of type \tau = (n)
โคไฮเพอร์ซับสติวชันเชิงเส้นและโคไฮเพอร์ซับสติวชันเชิงเส้นทั่วไปชนิด \tau = (n)
Authors: Julaluk Boonsol
จุฬาลักษณ์  บุญศล
Kittisak Saengsura
กิตติศักดิ์ แสงสุระ
Mahasarakham University. The Faculty of Science
Keywords: linear cohypersubstitution
generalized linear cohypersubstitution
idempotent
regular
green's relation
Issue Date:  18
Publisher: Mahasarakham University
Abstract: A coterm of type $tau$ was introduced by K. Denecke and K. Saengsura in 2009 as a compound of two disjoint sets {fi | i in I} and {ein | n in N, 0 <= i <= n-1}. A linear coterm t is a coterm which the element of {ein | n in N, 0 <= i <= n-1} occurring in t are all different. In this research, we study some semigroup properties of linear cohypersubstitutions and generalized linear cohypersubstitutions of type tau = (n), for instance: idempotent, regular and Green's relations.
-
Description: Master of Science (M.Sc.)
วิทยาศาสตรมหาบัณฑิต (วท.ม.)
URI: http://202.28.34.124/dspace/handle123456789/617
Appears in Collections:The Faculty of Science

Files in This Item:
File Description SizeFormat 
59010257004.pdf672.24 kBAdobe PDFView/Open


Items in DSpace are protected by copyright, with all rights reserved, unless otherwise indicated.