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METRIC SIFTING IN BREADTH-FIRST DECODING OF CONVOLUTIONAL CODED DATA

机译:卷积数据的广度优先解码中的度量

摘要

A metric sifting, i.e., sorting or selection, method which can efficiently provide a sorted set of survivor metrics during breadth-first reduced-search decoding of convolutional codes. The preferred embodiment efficiently implements the M algorithm by providing a sorted set of M survivor metrics using a linear-time (OM) number of comparisons. To obtain this efficieny, the method employs partitioning of branch metrics into implicitly sorted subsets, and employs efficient merging of these subsets. Compared to the prior art, the number of comparisons for metric sifting during M algorithm decoding of typical rate 1/n binary convolutional codes is reduced by 30-40 %; more specifically, the number of comparisons is reduced from (2n-1)M-(n-1) to n(M-1)+2n-1.
机译:一种度量筛选,即排序或选择,可以在卷积码的广度优先缩减搜索解码期间有效地提供一组幸存者度量。优选实施例通过使用比较的线性时间(OM)数量提供M个幸存者度量的分类集合来有效地实现M算法。为了获得这种效率,该方法采用将分支度量划分为隐式排序的子集,并采用这些子集的有效合并。与现有技术相比,在典型速率1 / n二进制卷积码的M算法解码过程中,度量筛选的比较次数减少了30%至40%;更具体地说,比较次数从(2n-1)M-(n-1)减少到n(M-1)+ 2n-1。

著录项

  • 公开/公告号EP0983679B1

    专利类型

  • 公开/公告日2002-01-16

    原文格式PDF

  • 申请/专利权人 SHARP KK;

    申请/专利号EP19980910987

  • 发明设计人 KOT ALAN D.;

    申请日1998-03-25

  • 分类号H04M13/00;

  • 国家 EP

  • 入库时间 2022-08-22 00:35:17

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