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Sequence Design for Symbol-Asynchronous CDMA with Power or Rate Constraints

机译:具有功率或速率约束的符号异步CDMA的序列设计

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Sequence design and resource allocation for a symbol-asynchronous chip-synchronous code division multiple access (CDMA) system is considered in this paper. A simple lower bound on the minimum sum-power required for a non-oversized system, based on the best achievable for a non-spread system, and an analogous upper bound on the sum rate are first summarised. Subsequently, an algorithm of Sundaresan and Padakandla is shown to achieve the lower bound on minimum sum power (upper bound on sum rate, respectively). Analogous to the synchronous case, by splitting oversized users in a system with processing gain N, a system with no oversized users is easily obtained, and the lower bound on sum power (upper bound on sum rate, respectively) is shown to be achieved by using N orthogonal sequences. The total number of splits is at most N - 1.
机译:本文考虑了符号异步芯片同步码分多址(CDMA)系统的序列设计和资源分配。基于非传播系统的最佳可实现的最佳可实现的最低限度,在非传播系统的最佳可实现和总和速率上的类似上限,简单的下限。随后,示出了Sundaresan和Padakandla的算法,以实现最小和功率的下限(分别为总和率)。类似于同步情况,通过在具有处理增益的系统中拆分系统中的超大用户,可以容易地获得没有超大用户的系统,并且显示总功率上的下限(分别为总和率)使用N正交序列。分裂总数最多为N - 1。

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