Mathematics (Apr 2022)

On Geometric Mean and Cumulative Residual Entropy for Two Random Variables with Lindley Type Distribution

  • Marius Giuclea,
  • Costin-Ciprian Popescu

DOI
https://doi.org/10.3390/math10091499
Journal volume & issue
Vol. 10, no. 9
p. 1499

Abstract

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In this paper, we focus on two generalizations of the Lindley distribution and investigate, for each one separately, some special properties related to the geometric mean (GM) and the cumulative residual entropy (CRE), both of them being of great importance from the theoretical as well as from the practical point of view.

Keywords