With a higher probability one can correct errors up to half the designed distance for primal codes from curves
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概要
- 論文の詳細を見る
- 2006-11-28
著者
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Matsui Hajime
Department Of Electronics And Information Science Toyota Technological Institute
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SAKATA Shojiro
Department of Information and Communication Engineering,Faculty of Electro-Engineering, The Universi
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FUJISAWA Masaya
Department of Industrial Manegement and Engineering, Tokyo University of Science
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KURIHARA Masazumi
Department of Information and Communication Engineering, the University of Electro-Communications
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Sakata Shojiro
Department Of Computer Science And Information Mathematics The University Of Electro-communications
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Sakata Shojiro
Department Of Information And Communication Engineering The University Of Electro-communications
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Kurihara Masazumi
Department Of Information And Communication Engineering The University Of Electro-communications
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Fujisawa Masaya
Department Of Industrial Management & Engineering Tokyo University Of Science
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Fujisawa Masaya
Department Of Industrial Manegement And Engineering Tokyo University Of Science
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KURIHARA Masazumi
Department of Computer Science and Information Mathematics, The University of Electro-Communications
関連論文
- On a Class of Byte-Error-Correcting Codes from Algebraic Curves and Their Fast Decoding Algorithm (Special Section on information Theory and Its Applications)
- Determination of Unknown Syndromes in Parallel Decoding of Codes from Algebraic Curves with Systolic Array
- With a higher probability one can correct errors up to half the designed distance for primal codes from curves
- Compound-Error-Correcting Codes and Their Augmentation(Coding Theory)
- A Construction of High Rate Quasi-Cyclic Regular LDPC Codes from Cyclic Difference Families with Girth 8(Coding Theory)