Theme-Logo
  • Login
  • Home
  • Course
  • Publication
  • Theses
  • Reports
  • Published books
  • Workshops / Conferences
  • Supervised PhD
  • Supervised MSc
  • Supervised projects
  • Education
  • Language skills
  • Positions
  • Memberships and awards
  • Committees
  • Experience
  • Scientific activites
  • In links
  • Outgoinglinks
  • News
  • Gallery
publication name Two Characterizations of Gamma Distribution in Terms of s th Conditional Moments
Authors Ahmed Afify, Zohdy M. Nofal and Abdul–Hadi N. Ahmed
year 2013
keywords
journal
volume Not Available
issue Not Available
pages Not Available
publisher Not Available
Local/International International
Paper Link http://cirworld.com/index.php/JAM/article/view/2600
Full paper download
Supplementary materials Not Available
Abstract

The gamma distribution is highly important in applications and data modeling. It is usually used to model waiting times, the size of insurance claims, and rainfalls. In this paper we state and prove two new characterizations of the two parameter gamma distribution by establishing a connection between s-right truncated moments (s-left truncated moments) and the reversed hazard rate (hazard rate). These characterization results are easier to check in data analysis. Besides, our results generalize some of the well-known theoretical results of Koicheva (1993) and Ahsanullah et al., 2012. Keywords: characterization; Failure rate; Reversed failure rate; Right censored mean function; Left censored mean function; Gamma distribution.

Benha University © 2023 Designed and developed by portal team - Benha University