2010Unpublished venueRequires access

The η-μ/gamma composite fading model

Paschalis C. Sofotasios, Steven Freear

Open publisher page 30 citations

Abstract

In this work, we propose the η-μ/gamma composite distribution. Specifically, we start by formulating the η-μ/gamma and consequently derive a closed-form expression for its envelope probability density function (pdf). Importantly, the η-μ distribution includes as special cases the Nakagami-q (Hoyt), Nakagami-m, Rayleigh and one-side Gaussian distributions. As a consequence, the useful models, Nakagami-m/gamma, Rayleigh/gamma as well as the Hoyt/gamma are also included as special cases.

About this research paper

What this paper is about

In this work, we propose the η-μ/gamma composite distribution. Specifically, we start by formulating the η-μ/gamma and consequently derive a closed-form expression for its envelope probability density function (pdf). Importantly, the η-μ distribution includes as special cases the Nakagami-q (Hoyt), Nakagami-m, Rayleigh and one-side Gaussian distributions. As a consequence, the useful models, Nakagami-m/gamma, Rayleigh/gamma as well as the Hoyt/gamma are also included as special cases.

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OpenAlex reports 30 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In this work, we propose the η-μ/gamma composite distribution. Specifically, we start by formulating the η-μ/gamma and consequently derive a closed-form expression for its envelope probability density function (pdf). Importantly, the η-μ distribution includes as special cases the Nakagami-q (Hoyt), Nakagami-m, Rayleigh and one-side Gaussian distributions. As a consequence, the useful models, Nakagami-m/gamma, Rayleigh/gamma as well as the Hoyt/gamma are also included as special cases.

Key concepts: Nakagami distribution, Gamma distribution, Probability density function, Rayleigh distribution, Generalized gamma distribution, Gamma function, Envelope (radar), Gaussian

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