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New Recursive Space-Time Trellis Codes From General Differential Encoding

机译:通用差分编码的新递归时空网格码

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In this paper, a recursive space-time trellis coding (RSTTC) from general differential encoding is proposed for multiple antenna systems, where general differential encoding is implemented separately from the space-time matrix modulation.The general differential encoding is achieved by introducing a new multiplication on a set of symbols (called trellis codewords)such that the corresponding RSTTC has its minimum error event length 3 or above and in the meantime it has the minimum number of states. The space-time matrix modulation is the mapping of the differentially encoded symbols to a set of space-time matrices (called modulation codewords). Due to the separation of differential encoding and space.time matrix modulation, more freedom on the design of modulation codewords (or a space-time code) exists, which may result in a larger diversity product (or determinant distance or product distance or coding advantage) than that the existing combined differential encoding and spacetime matrix modulation can achieve in the concatenation with an outer binary channel encoder proposed by Schlegel and Grant.A new design of modulation codewords is then proposed for the RSTTC with larger diversity products than the existing schemes.Simulation results are finally presented to show that our new design significantly outperforms the existing schemes.
机译:本文提出了一种基于通用差分编码的递归空时网格编码(RSTTC),用于多天线系统,其中通用差分编码是与空时矩阵调制分开实现的。在一组符号(称为网格码字)上相乘,以使相应的RSTTC的最小错误事件长度为3或更大,同时其状态数最少。时空矩阵调制是将差分编码的符号映射到一组时空矩阵(称为调制码字)。由于差分编码和时空矩阵调制的分离,因此在调制码字(或时空码)的设计上存在更大的自由度,这可能导致更大的分集乘积(或行列式距离或乘积距离或编码优势) ),而现有的组合差分编码和时空矩阵调制可以与Schlegel和Grant提出的外部二进制信道编码器串联实现,然后为RSTTC提出了一种新的调制码字设计,其分集乘积比现有方案更大。最后的仿真结果表明,我们的新设计明显优于现有方案。

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