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Characterization Results on Lifetime Distributions by Scaled Reliability Measures Using Completeness Property in Functional Analysis
by
Shrahili, Mansour
, Kayid, Mohamed
in
Age
/ Aging
/ characterization
/ Distributions, Theory of (Functional analysis)
/ Food science
/ Functional analysis
/ hazard rate
/ Lifetime
/ mean residual lifetime
/ Random variables
/ Reliability analysis
/ residual lifetime
/ Survival analysis
/ Tests, problems and exercises
2023
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Characterization Results on Lifetime Distributions by Scaled Reliability Measures Using Completeness Property in Functional Analysis
by
Shrahili, Mansour
, Kayid, Mohamed
in
Age
/ Aging
/ characterization
/ Distributions, Theory of (Functional analysis)
/ Food science
/ Functional analysis
/ hazard rate
/ Lifetime
/ mean residual lifetime
/ Random variables
/ Reliability analysis
/ residual lifetime
/ Survival analysis
/ Tests, problems and exercises
2023
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Do you wish to request the book?
Characterization Results on Lifetime Distributions by Scaled Reliability Measures Using Completeness Property in Functional Analysis
by
Shrahili, Mansour
, Kayid, Mohamed
in
Age
/ Aging
/ characterization
/ Distributions, Theory of (Functional analysis)
/ Food science
/ Functional analysis
/ hazard rate
/ Lifetime
/ mean residual lifetime
/ Random variables
/ Reliability analysis
/ residual lifetime
/ Survival analysis
/ Tests, problems and exercises
2023
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Characterization Results on Lifetime Distributions by Scaled Reliability Measures Using Completeness Property in Functional Analysis
Journal Article
Characterization Results on Lifetime Distributions by Scaled Reliability Measures Using Completeness Property in Functional Analysis
2023
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Overview
In this article, using the scaled (weighted) residual life variable, some scaled measures, the scaled mean residual life and the scaled hazard rate, are introduced. Several scales are considered as examples of the derivation of the scaled measures. The measures are developed for the case of a weighted residual life at a random time, and it is shown that the measures are scale-free in these cases. This property proves useful in situations where a relative comparison of the lifetime distribution is studied. Some characterization properties are derived in terms of scaled measures evaluated at some sequences of random time points that follow a typical distribution. Examples are used to illustrate, examine, and satisfy the obtained characterizations.
Publisher
MDPI AG
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