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Ordered statistics decoding of linear block codes on frequencynonselective multipath channels

机译:频率非选择性多径信道上线性分组码的有序统计解码

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This paper investigates the performance of ordered statisticsndecoding (OSD) of linear block codes with binary differentialnphase-shift-keying (2DPSK) transmission on frequency nonselectivenmultipath channels. First, the wireless channel is modeled as anfrequency nonselective, slow fading environment without intersymbolninterference. Second, block interleaving is embedded to decorrelate thensuccessive received symbols so that the performance of OSD, designednessentially for memoryless channels, is retained. Third, we derive thenlog-likelihood ratio of received symbols based on 2DPSK modulation.nFourth, we derive the statistics of received symbols and the statisticsnof received symbols after ordering. Further, we analyze the system errornperformance for sufficient degree of interleaving. Specifically, wenderive the asymptotic bit error rate (BER) of OSD at high SNRs using thenfirst-order approximation, finally, we conduct experiments at variousnchannel characteristics and interleaving degrees for (128, 61, 22)nextended BCH code and (24, 12, 8) extended Golay code. Results show thatnthe error performance improves tremendously with increased interleavingndegree
机译:本文研究了在频率非选择性多径信道上采用二进制差分相移键控(2DPSK)传输的线性分组码的有序统计解码(OSD)的性能。首先,将无线信道建模为无符号间干扰的频率非选择性慢衰落环境。其次,嵌入块交织以对随后成功接收的符号进行解相关,以便保留OSD的性能(专门为无内存通道设计)。第三,基于2DPSK调制,得出接收符号的对数似然比。n第四,得到接收符号的统计量和排序后的接收符号的统计量n。此外,我们分析了足够的交错程度的系统错误性能。具体来说,使用一阶逼近法在高信噪比下演绎OSD的渐近误码率(BER),最后,我们针对(128、61、22)扩展BCH码和(24、12、12)在各种信道特性和交织度下进行实验。 8)扩展的Golay代码。结果表明,随着交织度的提高,错误处理性能大大提高。

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