2024 : 12 : 10
Rashid Rezaei

Rashid Rezaei

Academic rank: Assistant Professor
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Education: PhD.
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Faculty: Mathematical Sciences and Statistics
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Research

Title
کد دوری اریب F_{p^m}F_{p^m}[u^2] جمعی از طول 2p^s
Type
JournalPaper
Keywords
Skew cyclic code, additive skew cyclic code, chain ring, gray map
Year
2024
Journal Advances in Mathematics of Communications
DOI
Researchers Rashid Rezaei

Abstract

In this paper, we first study the skew cyclic codes of length p^s over R_3 where p is a prime number and u^3=0. Then we characterize the algebraic structure of F_{p^m}F_{p^m}[u^2]-additive skew cyclic codes of length 2p^s. We will show that there are sixteen different types of these codes and classify them in terms of their generators