On Optimal and Proper Binary Codes from Irreducible Cyclic Codes over GF(2^m) (Special Section on Information Theory and Its Applications)

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概要

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• We prove that binary images of irreducible cyclic codes C over GF(2^m) and binary concatenated codes of C and a binary [m + 1,m,2] even-parity code are optimal (in the sense that they meet the Griesmer bound with equality) and proper, if a root of the check polynomial of C is primitive over GF(2^m) or its extensions.

• 社団法人電子情報通信学会の論文
• 1999-10-25

著者

• Sakakibara Katsumi

  Faculty Of Computer Science And System Engineering Okayama Prefectural University

• Sakakibara Katsumi

  Faculty Of Computer Science & System Engineering Okayama Prefectural University

• YUBA Yoshiharu

  Faculty of Computer Science & System Engineering, Okayama Prefectural University

• Yuba Yoshiharu

  Faculty Of Computer Science And System Engineering Okayama Prefectural University

• IWASA Ritsuko

  Faculty of Computer Science and System Engineering, Okayama Prefectural University

• Iwasa Ritsuko

  Faculty Of Computer Science And System Engineering Okayama Prefectural University

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