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Generic Approach to the Performance Analysis of Correlated Transmit/Receive Diversity MIMO Systems With/Without Co-Channel Interference

机译:有/无同信道干扰的相关发射/接收分集MIMO系统性能分析的通用方法

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Optimal transmit/receive diversity (TRD) is one of the most important configurations for wireless multiple-input multiple-output (MIMO) systems, due to its good performance and ease of implementation. Though investigated intensively, the performance of optimal TRD in general correlated fading with cochannel interference is still not well understood. Since the optimal TRD's output instantaneous signal-to-interference-plus-noise ratio (SINR) is equal to the largest sample eigenvalue of a quadratic form involving signal and interference channel matrices, directly determining the probability density function (pdf) of this eigenvalue has been a prevailing approach in the literature. Given the nonlinearity involved in the quadratic form, however, finding such a pdf is not simple except for some special channel conditions. In this paper, we formulate the problem, in a totally different framework, as testing the positive-definiteness of a random matrix whereby the theory of matrix-variate distributions can be invoked to obtain exact solutions in terms of special functions. The solutions are very general including most of existing results as a special case and allowing for the correlation structures of both signal and interferers to be arbitrary at both transmitter and receiver ends. Numerical results are presented to validate the theoretical analysis.
机译:最优发射/接收分集(TRD)由于其良好的性能和易于实现的性能,因此是无线多输入多输出(MIMO)系统最重要的配置之一。尽管已经进行了深入研究,但是对于与共信道干扰有关的一般相关衰落,最佳TRD的性能仍然知之甚少。由于最佳TRD的输出瞬时信噪比(SINR)等于包含信号和干扰信道矩阵的二次形式的最大样本特征值,因此直接确定该特征值的概率密度函数(pdf)是文献中的一种流行方法。给定二次形式所涉及的非线性,但是,除了某些特殊的通道条件外,找到这种pdf并不容易。在本文中,我们在一个完全不同的框架中提出问题,以测试随机矩阵的正定性,从而可以调用矩阵-变量分布的理论来获得特殊函数方面的精确解。该解决方案非常通用,包括大多数现有结果(作为特殊情况),并允许信号和干扰源的相关结构在发送器和接收器端都是任意的。数值结果表明了理论分析的正确性。

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