On codes over the finite non chain ring \( A = F_4+vF_4; v^2 = v \) and its covering radius of codes with Bachoc weight

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P Chella Pandian

Abstract

In this paper, some lower and upper bounds on the covering radius of codes over the nite non chain ring \( A = F_4 + vF_4; v^2 = v \) with respect to Bachoc weight is given. Also, the covering radius of various Block Repetition Codes of same and different length over the nite non chain ring \( A = F_4 + vF_4; v^2 = v \) is obtained.In this paper, some lower and upper bounds on the covering radius of codes over the nite non chain ring \( A = F_4 + vF_4; v^2 = v \) with respect to Bachoc weight is given. Also, the covering radius of various Block Repetition Codes of same and different length over the nite non chain ring \( A = F_4 + vF_4; v^2 = v \) is obtained.

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How to Cite
Chella Pandian, P. (2019). On codes over the finite non chain ring \( A = F_4+vF_4; v^2 = v \) and its covering radius of codes with Bachoc weight. International Journal of Algebra and Statistics, 8(1-2), 12-18. https://doi.org/10.20454/ijas.2019.1495
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