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New Lower Bounds on Binary Constant Weight Error-Correcting Codes

机译:二进制恒重型纠错码上的新下限

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Let A(n,d, w) denote the maximum size of a binary code with length n, minimum distance d and constant weight w. The following lower bounds are here obtained in computer searches for codes with prescribed automorphisms: A(16,4,6) ≥ 624, A(19,4,8) ≥ 4698, A(20,4,8) ≥ 7830, A(21,4,6) ≥ 2880, A(22,6, 6) ≥ 343, A(24, 4,5) ≥ 1920, A(24,6,9) ≥ 3080, A(24,6,11) ≥ 5376, A(24,6,12) ≥ 5558, A(25,4,5) ≥ 2380, A(25,6,10) ≥ 6600, A(26,4,5) ≥ 2816 and A(27,4,5) ≥ 3456.
机译:让(n,d,w)表示具有长度n,最小距离d和恒重w的二进制码的最大尺寸。 此处在计算机搜索中获得以下下限,用于规定的自体态的代码:a(16,4,6)≥624,a(19,4,8)≥4698,a(20,4,8)≥7830,a (21,4,6)≥2880,a(22,6,6)≥343,a(24,4,5)≥1920,a(24,6,9)≥3080,a(24,6,11 )≥5376,a(24,6,12)≥5558,a(25,4,5)≥2380,a(25,6,10)≥6600,a(26,4,5)≥2816和a( 27,4,5)≥3456。

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    Faculty of Computer Sciences University of Applied Sciences. Darmstadt Germany;

    Faculty of Computer Sciences University of Applied Sciences Darmstadt Germany;

    Department of Communications and Networking Aalto University School of Electrical Engineering P.O. Box 15400 00076 Aalto Finland;

    Department of Communications and Networking Aalto University School of Electrical Engineering P.O. Box 15400 00076 Aalto Finland;

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