Results 21 to 30 of about 1,268,116 (331)
Reliability Analysis of the Proportional Mean Departure Time Model
In this article, the mean lifetime of an individual whose lives lost based on a function of the time before which the individual has passed away is considered.
Mansour Shrahili, Mohamed Kayid
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Properties of Discrete Reversed Aging Intensity Function [PDF]
In this paper, we discuss the properties of reversed aging intensity (RAI) function for discrete random variable and study its nature for some distributions. Further, using this function we characterize some discrete related distributions.
Faranak Goodarzi
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RELATIONS BETWEEN STOCHASTIC ORDERINGS AND GENERALIZED STOCHASTIC PRECEDENCE [PDF]
The concept of stochastic precedence between two real-valued random variables has often emerged in different applied frameworks. In this paper, we analyze several aspects of a more general, and completely natural, concept of stochastic precedence that also had appeared in the literature.
DE SANTIS, Emilio +2 more
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Stein's Method and Stochastic Orderings [PDF]
A stochastic ordering approach is applied with Stein's method for approximation by the equilibrium distribution of a birth-death process. The usual stochastic order and the more general s -convex orders are discussed.
Daly, FA, Lefèvre, C, Utev, S
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Relative stochastic comparisons of additive frailty models
This article is devoted to the proposal of two relative stochastic orders namely the relative hazard rate and relative mean residual life orders. These stochastic orders are applied to provide some stochastic comparisons between two additive frailty ...
Mohamed Kayid +2 more
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Ordering Residual Lives Using the Moment Generating Transform [PDF]
This paper presents new notions of stochastic comparisons and ageing classes based on the moment generating function order. The relationships to other stochastic orders and ageing classes are given.
S. El-Arishy
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A probability measure $P$ on a partially ordered Polish space $E$ is called stochastically smaller than $Q$ (notation: $P \leqslant Q$) if $\int f dP \leqslant \int f dQ$ holds for all bounded increasing measurable $f$. We investigate the question when for a stochastically increasing family $\{P_t, t \in \mathbb{R}\}$ there exists an increasing process
Kamae, T., Krengel, U.
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Stochastic permutation ordering watershed [PDF]
The stochastic watershed is a morphological approach to segmentation that repeats the application of a seeded watershed from series of uniform random markers. The obtained watershed boundaries are combined to construct a probability density function. We propose an alternative approach called stochastic permutation ordering watershed.
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This paper carries out stochastic comparisons on the total capacity of weighted k-out-of-n systems with heterogeneous components. The expectation order, the increasing convex/concave order and the usual stochastic order are employed to investigate ...
Yiying Zhang
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Cumulative Entropy of Past Lifetime for Coherent Systems at the System Level
This paper explores the cumulative entropy of the lifetime of an n-component coherent system, given the precondition that all system components have experienced failure at time t. This investigation utilizes the system signature to compute the cumulative
Mansour Shrahili, Mohamed Kayid
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