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Results:
1-8
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Results: 8
Authors:
WANG C
CAO HQ
LI WP
TZENG KK
Citation: C. Wang et al., LATTICE LABELING ALGORITHMS FOR VECTOR QUANTIZATION, IEEE transactions on circuits and systems for video technology, 8(2), 1998, pp. 206-220
Authors:
SHEN BZ
TZENG KK
WANG C
Citation: Bz. Shen et al., A BOUNDED-DISTANCE DECODING ALGORITHM FOR BINARY LINEAR BLOCK-CODES ACHIEVING THE MINIMUM EFFECTIVE ERROR COEFFICIENT, IEEE transactions on information theory, 42(6), 1996, pp. 1987-1991
Authors:
SHEN KK
WANG C
TZENG KK
SHEN BZ
Citation: Kk. Shen et al., GENERATION OF MATRICES FOR DETERMINING MINIMUM DISTANCE AND DECODING OF CYCLIC CODES, IEEE transactions on information theory, 42(2), 1996, pp. 653-657
Authors:
SHEN BZ
TZENG KK
Citation: Bz. Shen et Kk. Tzeng, A CODE DECOMPOSITION APPROACH FOR DECODING CYCLIC AND ALGEBRAIC-GEOMETRIC CODES, IEEE transactions on information theory, 41(6), 1995, pp. 1969-1987
Authors:
SHEN BZ
TZENG KK
Citation: Bz. Shen et Kk. Tzeng, DECODING GEOMETRIC GOPPA CODES UP TO DESIGNED MINIMUM DISTANCE BY SOLVING A KEY EQUATION IN A RING, IEEE transactions on information theory, 41(6), 1995, pp. 1694-1702
Authors:
SHEN BZ
TZENG KK
Citation: Bz. Shen et Kk. Tzeng, GENERATION OF MATRICES FOR DETERMINING MINIMUM DISTANCE AND DECODING OF ALGEBRAIC-GEOMETRIC CODES, IEEE transactions on information theory, 41(6), 1995, pp. 1703-1708
Authors:
FENG GL
TZENG KK
Citation: Gl. Feng et Kk. Tzeng, A NEW PROCEDURE FOR DECODING CYCLIC AND BCH CODES UP TO ACTUAL MINIMUM DISTANCE, IEEE transactions on information theory, 40(5), 1994, pp. 1364-1374
Authors:
FENG GL
WEI VK
TZENG KK
Citation: Gl. Feng et al., SIMPLIFIED UNDERSTANDING AND EFFICIENT DECODING OF A CLASS OF ALGEBRAIC-GEOMETRIC CODES, IEEE transactions on information theory, 40(4), 1994, pp. 981-1002
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