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Chernoff bounds on pairwise error probabilities of space-time codes

机译:时空码的成对错误概率的切尔诺夫界

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We derive Chernoff bounds on pairwise error probabilities of coherent and noncoherent space-time codes. First, general Chernoff bound expressions are derived for a, correlated Ricean fading channel and correlated additive Gaussian noise. Then, we specialize the results to the case of white noise and white fading coefficients. We derive approximate Chernoff bounds for high and low signal-to-noise ratios and propose optimal signaling schemes. We also compute the optimal number of transmitter antennas for unitary mutually orthogonal space-time codes.
机译:我们推导了相干和非相干空时码的成对错误概率的切尔诺夫范围。首先,针对相关的Ricean衰落信道和相关的加性高斯噪声推导通用的Chernoff边界表达式。然后,我们将结果专门用于白噪声和白衰落系数的情况。我们得出高和低信噪比的近似切尔诺夫边界,并提出最佳信令方案。我们还为单一的相互正交的时空码计算了最佳的发射天线数量。

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