Hermitian Self-Dual Cyclic Codes of Length $p^a$ over $GR(p^2, s)$

Abstract

In this paper, we study cyclic codes over the Galois ring GR(p, s). The main result is the characterization and enumeration of Hermitian self-dual cyclic codes of length pa over GR(p, s). Combining with some known results and the standard Discrete Fourier Transform decomposition, we arrive at the characterization and enumeration of Euclidean self-dual… (More)

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Cite this paper

@article{Jitman2014HermitianSC, title={Hermitian Self-Dual Cyclic Codes of Length \$p^a\$ over \$GR(p^2, s)\$}, author={Somphong Jitman and San Ling and Ekkasit Sangwisut}, journal={CoRR}, year={2014}, volume={abs/1401.6634} }