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  1. METRON
  2. METRON : Volume 69
  3. METRON : Volume 69, Issue 2, August 2011
  4. Discrete modified Weibull distribution
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METRON : Volume 75
METRON : Volume 74
METRON : Volume 73
METRON : Volume 72
METRON : Volume 71
METRON : Volume 70
METRON : Volume 69
METRON : Volume 69, Issue 3, December 2011
METRON : Volume 69, Issue 2, August 2011
Additive histogram frequency estimator for wildlife abundance using line transect data without the shoulder condition
Iterated neural network models for time series analysis
On proportional reversed hazards frailty models
Examples of non-normal observations for which a studentized sample mean has a student’s T-distribution
On calibration of design weights
Discrete modified Weibull distribution
Book Reviews ( METRON , Volume 69 , Issue 2 )
METRON : Volume 69, Issue 1, April 2011
METRON : Volume 68

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Discrete modified Weibull distribution

Content Provider Springer Nature Link
Author Reza Mohtashami Borzadaran, Gholam Hamid Rezaei Roknabadi, Abdol Shafaei Nooghabi, Mohamad
Copyright Year 2011
Abstract In this paper, a new discrete distribution applicable for modeling discrete reliability and survival data is proposed. This distribution is a discrete version of the modified Weibull model obtained by Lai et al. (2003), and has increasing or bathtub shaped failure rate function. Some properties and characteristics of it are studied. The Weibull probability paper plot method and the maximum likelihood approach are considered to estimate its parameters. Finally, the initiated model and some other discrete distributions are fitted to two data sets of lifetimes, and are compared for their ability to describe the data.
Starting Page 207
Ending Page 222
Page Count 16
File Format PDF
ISSN 00261424
Journal METRON
Volume Number 69
Issue Number 2
e-ISSN 2281695X
Language English
Publisher Springer-Verlag
Publisher Date 2012-12-22
Publisher Place Milan
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Discrete distributions Lifetime models Bathtub shaped failure rate Statistical Theory and Methods Modified Weibull model Statistics
Content Type Text
Resource Type Article
Subject Statistics and Probability
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