A direct geometrical method for bounding the error exponent for families of trellis channel codes

V. Šenk, D. Lazic, D. Drajic
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Abstract

Noting that a trellis code is a union of sub-block codes of different length, the error exponent of the families of trellis codes with known distance distribution of its sub-block codes is determined. The approach allows the analysis of the effect of memory length and of parallel transitions.<>
栅格信道码族误差指数边界的直接几何方法
注意到格码是不同长度的子块码的并集,确定其子块码距离分布已知的格码族的误差指数。该方法允许分析记忆长度和并行转换的影响。
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