Mathematics
H. Dinh
tlooto Summary
For any odd prime p, a classification of all constacyclic codes of length 4ps over 𝔽pm is obtained, which establishes the algebraic structure in term of specified polynomial generators of such codes.
Abstract
For any odd prime p, a classification of all constacyclic codes of length 4ps over 𝔽pm is obtained, which establishes the algebraic structure in term of specified polynomial generators of such codes. Among other results, all self-dual and LCD cyclic and negacylic codes of length 4ps are obtained. As an example, all constacyclic codes of length 36 over 𝔽27 and 𝔽81 are listed.
Citation format
DINH, H. ON REPEATED-ROOT CONSTACYCLIC CODES OF LENGTH 4ps. Asian-European Journal of Mathematics, 2013, 06: 1350020.