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ATM网络中高速计算CRC-32算法及其并行实现

Design and Parallel Implementation of Fast CRC-32 Calculation for ATM
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摘要 在通信领域循环冗余码CRC检验技术得到了广泛的应用。ATMCRC-32出错率低,非常适用于重要数据的传输。但是CRC-32多项式阶数为32,项数高达15远远多于普通CRC多项式,因而难以实现高速计算。为提高高速链路上数据吞吐率采取按字节计算CRC的算法,还是不能有效地提高计算速度。文章提出了一种克服CRC-32计算固有复杂度的方法,加速了AAL5信息的传输。 In the field of telecommunications, among the numerous cyclic redundancy codes in use, ATM CRC-32 is applied to transport important information because of its low error frequency, however it is difficult to compute because it is based on a polynomial of degree 32 that has many more terms (15) than any other CRC polynomial in common use, CRC checking and generation are generally carried out on a per-byte basis, in an attempt to cope with the dramatic increase of the data throughput of higher-speed lines, but that still can't speed the computation efficiently. This paper describes a method that overrides the intrinsic complexity of the CRC-32 computation and speed the transport of AAL5 information efficiently.
出处 《计算机工程》 EI CAS CSCD 北大核心 2005年第22期116-118,共3页 Computer Engineering
基金 国家"863"计划基金资助项目(2003AA115130)
关键词 CRC-32 两步计算 Glois域 校验矩阵 CRC-32 Two-step calculation Glois field Checking matrix
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参考文献3

  • 1Glaise R J. A Two-step Computation of Cyclic Redundancy Code CRC-32 for ATM Networks. IBM Journal of Research and Develoopment, 2002,41 (6).
  • 2Peterson W W, Weldon E J. Error-Correcting Codes (2^nd ed.).Cambridge, MA: MIT Press, 1972.
  • 3Glaise R J, Jacquart X. Fast CRC Calculation. In: Proceedings of the IEEE International Conference on Computer Design (ICCD),Cambridge, MA, 1993:602-605.

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