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Double Serially Concatenated Convolutional Codes With Jointly Designed S-Type Permutors

机译:具有联合设计的S型置换子的双串行级联卷积码

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摘要

In this paper, the design of double serially concatenated convolutional codes with S-type permutors, i.e., permutors that provide a nontrivial separation, is considered. Based on a newly introduced parameter, namely, the so-called symbol span, a joint design of the outer and inner permutor is presented and its impact on the minimum distance of the overall code is analyzed. It is shown that a lower bound on the minimum distance that is given by the product of the free distances of all three component codes can be guaranteed. Design tables and simulation results are presented that include comparisons with single serially concatenated convolutional codes. In addition, a comparison with double/generalized repeat accumulate codes is briefly sketched.
机译:在本文中,考虑了具有S型置换子,即提供非平凡分离的置换子的双串行级联卷积码的设计。基于一个新引入的参数,即所谓的符号跨度,提出了外部和内部置换器的联合设计,并分析了其对整个代码最小距离的影响。结果表明,可以保证最小距离的下限,该最小距离由所有三个分量代码的自由距离的乘积给出。给出了设计表和仿真结果,其中包括与单个串行串联卷积码的比较。此外,还简要概述了与双重/通用重复累积代码的比较。

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