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Poisson representation and monte carlo estimation of generalized marcum Q-function

机译:广义Marcum Q函数的泊松表示和蒙特卡洛估计

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摘要

We derive a new relationship which links the generalized Marcum Q-function to a probabilistic comparison of a pair of independent Poisson random variables. Consequently, a new expression for the detection probability of a series of incoherently integrated pulses, in Gaussian cluster is also derived. These results lead to simple Monte Carlo estimators of the Marcum Q-function. We thus investigate if Monte Carlo techniques are useful in the estimation of the Marcum Q-function
机译:我们得出了一个新的关系,该关系将广义的Marcum Q函数与一对独立的Poisson随机变量的概率比较相联系。因此,在高斯聚类中,也得出了一系列不相干积分脉冲检测概率的新表达式。这些结果导致了Marcum Q函数的简单蒙特卡洛估计。因此,我们调查了蒙特卡洛技术是否对Marcum Q函数的估计有用

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