ON THE SUM OF EXPONENTIALLY DISTRIBUTED RANDOM VARIABLES: A CONVOLUTION APPROACH

Abstract

In this paper, Exponential distribution as the only continuous statistical distribution that exhibits the memoryless property is being explored by deriving another two-parameter model representing the sum of two independent exponentially distributed random variables, investigating its statistical properties and verifying the memoryless property of the resulting model.

Keywords: Convolution, Cumulant, Exponential, Hazard, Independent, Memoryless

Article Review Status: Published

Pages: 1-8 (Download PDF)

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