Stochastic Geometry-Based Coverage and Rate Analysis Under Nakagami & Log-normal Composite Fading Channel for Downlink Cellular Networks

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WEB OF SCIENCE

29
Citations

SCOPUS

30

초록

Modeling the base station deployments with stochastic geometry in the cellular network, we derive the coverage probability and average rate of typical user under a generalized composite fading channel, which is composed of the shadowing and Nakagami-m fading. Unlike the previous work, the current coverage analysis does not involve any numerical integration, allowing for a rather straightforward evaluation of the required signal-to-interference ratio with the given target cellular performance under general channel environments. It approximates a gamma-lognormal distribution, which characterizes an effect of composite fading, as a weighted sum of gamma distributions by the Gaussian-Hermite quadrature for analytical tractability.

키워드

Composite fading channel; coverage probability; Nakagami-lognormal fading; stochastic geometry; poisson point process; cellular network
제목
Stochastic Geometry-Based Coverage and Rate Analysis Under Nakagami & Log-normal Composite Fading Channel for Downlink Cellular Networks
저자
Cho, Kumin; Lee, Junman; Kang, Chung G.
DOI
10.1109/LCOMM.2017.2669989
발행일
2017-06
유형
Article
저널명
IEEE Communications Letters
권
21
호
6
페이지
1437 ~ 1440