PPT-Uncorrectable Errors of Weight Half the Minimum Distance fo
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Kenji Yasunaga Toru Fujiwara Kwansei Gakuin University Japan Osaka University Japan 2008 IEEE International Symposium on Information Theory July 6th to
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Uncorrectable Errors of Weight Half the Minimum Distance fo: Transcript
Kenji Yasunaga Toru Fujiwara Kwansei Gakuin University Japan Osaka University Japan 2008 IEEE International Symposium on Information Theory July 6th to 11th 2008. 2 1 29 13 117 348 158 462 21 184 1507 684 2004 909 51 24 11 31 14 118 357 162 475 215 185 1534 696 204 925 52 25 11 33 15 119 367 166 488 221 186 1561 708 2076 942 53 27 12 36 16 120 377 171 502 228 187 1588 72 2112 958 54 28 13 38 17 121 388 176 515 RS(255,223) . in the previous class (1). Consider an “odd” parity check code . C. whose . codewords. are. . (. x. 1. , …, . x. k. , p. ) with . p . = . x. 1. +…+. x. k. +1. Is . C. a linear code?. No. . & Collision Handling. Aditya. . Gudipati. & . Sachin. . Katti. Stanford University. 1. Wireless channel strength varies rapidly. To maximize throughput, we have to estimate channel and adjust bit rate.. s is in the half-open-half-closed interval [lowEnough, tooHigh) where the end-points are integers served with Bookbinder's Cocktail Sauce
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