On codes over R = Z 2 + u Z 2 + u 2 Z 2 where u 3 = 0 and its related parameters

Panchanathan, Chella Pandian (2019) On codes over R = Z 2 + u Z 2 + u 2 Z 2 where u 3 = 0 and its related parameters. Open Journal of Mathematical Sciences, 3 (1). pp. 256-261. ISSN 26164906

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Official URL: https://doi.org/10.30538/oms2019.0068

Abstract

In ring R = Z 2 + u Z 2 + u 2 Z 2 where u 3 = 0 , using Lee weight and generalized Lee weight, some lower bound and upper bound on the covering radius of codes is given and also to find the covering radius for various repetition codes with respect to same and different length in R .

Item Type:	Article
Subjects:	ScienceOpen Library > Mathematical Science
Divisions:	Faculty of Law, Arts and Social Sciences > School of Humanities
Depositing User:	Managing Editor
Date Deposited:	09 Sep 2023 04:39
Last Modified:	20 Jan 2026 03:40
URI:	http://journal.submanuscript.com/id/eprint/1863

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On codes over R = Z 2 + u Z 2 + u 2 Z 2 where u 3 = 0 and its related parameters. (deposited 31 Jan 2023 07:16)
- On codes over R = Z 2 + u Z 2 + u 2 Z 2 where u 3 = 0 and its related parameters. (deposited 09 Sep 2023 04:39) [Currently Displayed]

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