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Transmit beamforming in multiple-antenna systems with finite rate feedback: a VQ-based approach

机译:具有有限速率反馈的多天线系统中的发射波束成形:基于VQ的方法

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This paper investigates quantization methods for feeding back the channel information through a low-rate feedback channel in the context of multiple-input single-output (MISO) systems. We propose a new quantizer design criterion for capacity maximization and develop the corresponding iterative vector quantization (VQ) design algorithm. The criterion is based on maximizing the mean-squared weighted inner product (MSwIP) between the optimum and the quantized beamforming vector. The performance of systems with quantized beamforming is analyzed for the independent fading case. This requires finding the density of the squared inner product between the optimum and the quantized beamforming vector, which is obtained by considering a simple approximation of the quantization cell. The approximate density function is used to lower-bound the capacity loss due to quantization, the outage probability, and the bit error probability. The resulting expressions provide insight into the dependence of the performance of transmit beamforming MISO systems on the number of transmit antennas and feedback rate. Computer simulations support the analytical results and indicate that the lower bounds are quite tight.
机译:本文研究了在多输入单输出(MISO)系统的情况下通过低速率反馈通道反馈通道信息的量化方法。我们提出了一种用于容量最大化的新量化器设计准则,并开发了相应的迭代矢量量化(VQ)设计算法。该标准基于最大化最佳和量化波束形成矢量之间的均方加权内积(MSwIP)。针对独立衰落情况,分析了具有量化波束成形的系统的性能。这需要找到在最佳和量化波束形成矢量之间的平方内积的密度,这是通过考虑量化单元的简单近似而获得的。近似密度函数用于降低由于量化,中断概率和误码率引起的容量损失。所得的表达式可洞悉发射波束成形MISO系统的性能对发射天线数量和反馈速率的依赖性。计算机模拟支持分析结果,并表明下限非常严格。

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