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.
Ordered Power Product of Polynomials and Product Quasi Cyclic Codes
By : Ankita Gaur
Page No: 99-110
Abstract
Quasi cyclic codes, special type of cyclic codes, are an important class of implementable codes. In previous paper a new type of product of polynomial called, “Ordered Power Product of Polynomials” (OPP) was introduced. By means of this new kind of product of polynomials we defined OPP of two cyclic codes and developed a scheme of getting a cyclic code from the OPP of two cyclic codes. Also, it was shown that the code obtained by OPP of polynomials is more efficient than the code obtained by Kronecker type of product of same constituent codes. In this paper we apply the Ordered Power Product on quasi cyclic codes.
Author :
Ankita Gaur : Department of Mathematics Manav Rachna University, Sector-43, Aravalli Hills, Delhi-Surajkund Road, Faridabad-121004(Haryana), India,
DOI: https://doi.org/10.32381/JCISS.2018.43.1-4.7