Statistical modeling of fading channel statistics based on SIRP and H-functions
Kung Yao, M.K. Simon, E. Biglieri
Abstract
Kung Yao, M.K. Simon, E. Biglieri
Abstract
For wireless communication, fading is the dominant factor that reduces the performance of the system. Under various outdoor/indoor fading scenarios, statistical modeling of envelope distributions, such as Rayleigh, Rician, exponential, Nakagami-m, Weibull, lognormal, etc., have been proposed. We show that spherically-invariant random processes (SIRP), Mellin transform, and Fox H-functions, can be used to model these fading statistics. This approach can be used to obtain various explicit performances of fading communication systems.
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For wireless communication, fading is the dominant factor that reduces the performance of the system. Under various outdoor/indoor fading scenarios, statistical modeling of envelope distributions, such as Rayleigh, Rician, exponential, Nakagami-m, Weibull, lognormal, etc., have been proposed. We show that spherically-invariant random processes (SIRP), Mellin transform, and Fox H-functions, can be used to model these fading statistics. This approach can be used to obtain various explicit performances of fading communication systems.
Key concepts: Fading, Rician fading, Weibull fading, Fading distribution, Nakagami distribution, Weibull distribution, Channel state information, Log-normal distribution