Journal of Combinatorics, Information & System Sciences : (A Quarterly International Scientific Journal)
Published in Association with Forum for Interdisciplinary Mathematics
Current Volume: 47 (2022 )
ISSN: 0250-9628
e-ISSN: 0976-3473
Periodicity: Quarterly
Month(s) of Publication: March, June, September & December
Subject: Mathematics
DOI: 10.32381/JCISS
Online Access is free for all life members of JCISS.
Morita Equivalence between Partial Actions and Global Actions for Semialgebras
By : Ram Parkash Sharma, Meenakshi
Page No: 65-77
Abstract
Given a strong partial action(?,A) of a finite group G on an additively cancellative yoked semialgebra A with each Dg as a semialgebra, there exists a unique global action (?,B) of it [11]. In this case, the partial skew group ring A Y?G and the skew group ring B Y?G are associative semirings. Here, it is our goal to exhibit a Morita context between them.
Authors :
R.P. Sharma : Professor, Department of Mathematics & Statistics Himachal Pradesh University Shimla-171005, India
Meenakshi : Research Scholar, Department of Mathematics & Statistics Himachal Pradesh University Shimla-171005, India