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Taiwan Academic Institutional Repository >
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"yaotsu chang"
Showing items 26-35 of 55 (6 Page(s) Totally)
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| 義守大學 |
2009-02 |
A Unified Method for Determining the Weight Enumerators of Binary Extended Quadratic Residue Codes
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Chong-Dao Lee;Yan-Haw Chen;Yaotsu Chang |
| 義守大學 |
2008/11/30 |
A new decoder for binary quadratic residue code with irreducible generator polynomial
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Ming-Haw Jing ; Yaotsu Chang ; Jian-Hong Chen ; Zih-Heng Chen ; Jia-Hao Chang |
| 義守大學 |
2008-11-30 |
A new decoder for binary quadratic residue code with irreducible generator polynomial
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Ming-Haw Jing; Yaotsu Chang; Jian-Hong Chen; Zih-Heng Chen; Jia-Hao Chang |
| 義守大學 |
2008-11 |
Algebraic Decoding of the (89, 45, 17) Quadratic Residue Code
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Trieu-Kien Truong;Pei-Yu Shih;Wen-Ku Su;Chong-Dao Lee;Yaotsu Chang |
| 義守大學 |
2008-08 |
An efficient computation of LSP frequencies using modified complex-free Ferrari formula
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Shi-Huang Chen;Yaotsu Chang;Jiun-Ching Ruan |
| 義守大學 |
2008-07-06 |
On determination of the weight distribution of binary (168, 84, 24) extended quadratic residue code
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Wen-Ku Su; Chong-Dao Lee; Tsung-Ching Lin; Trieu-Kien Truong; Yaotsu Chang |
| 義守大學 |
2008-07 |
On determination of the weight distribution of binary (168, 84, 24) extended quadratic residue code
|
Wen-Ku Su;Chong-Dao Lee;Tsung-Ching Lin;Trieu-Kien Truong;Yaotsu Chang |
| 義守大學 |
2008-05-25 |
An efficient scheme to determine the weight distribution of binary (138, 69, 22) extended quadratic residue code
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Wen-Ku Su; Chong-Dao Lee; Trieu-Kien Truong; Yaotsu Chang |
| 義守大學 |
2008-05 |
An efficient scheme to determine the weight distribution of binary (138, 69, 22) extended quadratic residue code
|
Wen-Ku Su;Chong-Dao Lee;Trieu-Kien Truong;Yaotsu Chang |
| 義守大學 |
2007-03 |
A Fast Algorithm to Determine Normal Polynomial over Finite Fields
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Chih-Hua Chien; Trieu-Kien Truong; Yaotsu Chang; Chih-Hsuan Chen |
Showing items 26-35 of 55 (6 Page(s) Totally)
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