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Showing items 31-55 of 55  (3 Page(s) Totally)
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Institution Date Title Author
義守大學 2008-07-06 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 2008-07 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 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 Chih-Hua Chien; Trieu-Kien Truong; Yaotsu Chang; Chih-Hsuan Chen
義守大學 2007-01 A result on the weight distributions of binary quadratic residue codes Chong-Dao Lee;Yaotsu Chang;Trieu-Kien Truong
義守大學 2007-01 Algebraic decoding of quadratic residue codes using Berlekamp-Massey algorithm Yan-Haw Chen;Trieu-Kien Truong;Yaotsu Chang;Chong-Dao Lee;Shi-Huang Chen
義守大學 2007-01 A result on the weight distributions of binary quadratic residue codes Chong-Dao Lee;Yaotsu Chang;Trieu-Kien Truong
義守大學 2007-01 A result on the weight distributions of binary quadratic residue codes Chong-Dao Lee;Yaotsu Chang;Trieu-Kien Truong
義守大學 2006/12/04 Another Look at the Sequential Multiplier over Normal Bases Zih-Heng Chen ; Ming-Haw Jing ; Trieu-Kien Truong ; Yaotsu Chang
義守大學 2006/05/21 New viewpoint of bit-serial/parallel normal basis multipliers using irreducible all-one polynomial Zih-Heng Chen ; Ming-Haw Jing ; Jian-Hong Chen ; Yaotsu Chang
義守大學 2006-12-04 Another Look at the Sequential Multiplier over Normal Bases Zih-Heng Chen; Ming-Haw Jing; Trieu-Kien Truong; Yaotsu Chang
義守大學 2006-12 Remainder Decoding of Binary Quadratic Residue Codes Using the Gao’s Algorithm Pei-Yu Shih; Trieu-Kien Truong; Yaotsu Chang
義守大學 2006-06-25 Decoding Binary Quadratic Residue Codes Using Syndrome Polynomial Chong-Dao Lee; Yaotsu Chang; Trieu-Kien Truong
義守大學 2006-06-25 An Efficient Method to Determine the Weight Distributions of Binary Quadratic Residue Codes Chong-Dao Lee; Trieu-Kien Truong; Yaotsu Chang
義守大學 2006-06 An Efficient Method to Determine the Weight Distributions of Binary Quadratic Residue Codes Chong-Dao Lee;Trieu-Kien Truong;Yaotsu Chang
義守大學 2006-06 Decoding Binary Quadratic Residue Codes Using Syndrome Polynomial Chong-Dao Lee;Yaotsu Chang;Trieu-Kien Truong
義守大學 2006 New viewpoint of bit-serial/parallel normal basis multipliers using irreducible all-one polynomial Zih-Heng Chen; Ming-Haw Jing; Jian-Hong Chen; Yaotsu Chang
義守大學 2005-05 The weight distributions of some binary quadratic residue codes Trieu-Kien Truong;Yaotsu Chang;Chong-Dao Lee
義守大學 2005-05 Algebraic decoding of (103,52,19) and (113,57,15) quadratic residue codes Trieu-Kien Truong;Yaotsu Chang;Yan-Haw Chen;C. D. Lee
義守大學 2005-01 On the number of primitive polynomials over finite fields Yaotsu Chang;Wun-Seng Chou;Peter J.-S. Shiue
義守大學 2003-09 Algebraic decoding of (71, 36, 11), (79, 40, 15), and (97, 49, 15) quadratic residue codes Yaotsu Chang;Trieu-Kien Truong;Irving S. Reed;H. Y. Cheng;C. D. Lee
義守大學 2003-09 Algebraic decoding of (71, 36, 11), (79, 40, 15), and (97, 49, 15) quadratic residue codes Yaotsu Chang; Trieu-Kin Truong; Reed, I.S.; Cheng, H.Y.; Lee, C.D
義守大學 2003-09 Algebraic decoding of (71,36,11);(79,40,15);and (97,49,15) quadratic residue codes Yaotsu Chang;Trieu-Kien Truong;Irving S. Reed;H. Y. Cheng;C. D. Lee
義守大學 2002 A note on the number of irreducible polynomials over finite fields Yaotsu Chang

Showing items 31-55 of 55  (3 Page(s) Totally)
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