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Signal-Code Construction Based on Codes on Gilbert-Varshamov Bound for Multiple Access System over Vector-Disjunctive Channel

机译:向量分离信道上基于吉尔伯特-瓦尔沙莫夫界码的多址系统信号码构造

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We consider a signal-code construction for a special class of multiple access system over vector-disjunctive channel when users transmit some vector of bits of length L. Suggested scheme is based on codes on Gilbert-Varshamov bound that allows us to estimate reachable limit of code rate. In order to analyze complex expression of relative sum-rate we provide an estimation. We present simulation results for optimal parameters for relative sum-rate. Simulation results we obtained allow us to conclude that maximum achievable sum-rate is about 0.35.
机译:当用户传输长度为L的某些比特向量时,我们考虑在向量分离信道上针对一类特殊的多址系统的信号代码构造。建议的方案基于Gilbert-Varshamov边界上的代码,该代码允许我们估计最大可达比特数。码率。为了分析相对和率的复杂表达式,我们提供了一个估计。我们给出了相对和率的最佳参数的仿真结果。我们获得的仿真结果使我们可以得出结论,最大可实现的总和约为0.35。

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