On the study of the cumulative residual extropy of mixed used systems and their complexity
Probability in the Engineering and Informational SciencesIn this paper, we use an information theoretic approach called cumulative residual extropy (CRJ) to compare mixed used systems. We establish mixture representations for the CRJ of mixed used systems and then explore the measure and comparison results among these systems.
Zohreh Pakdaman, Reza Alizadeh Noughabi
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Stochastic inequalities involving past extropy of order statistics and past extropy of record values [PDF]
Recently, extropy has emerged as an alternative measure of uncertainty instead of entropy. When it comes to quantifying uncertainty regarding the remaining lifetime of a component, entropy has proven to be less effective.
Mansour Shrahili +2 more
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On weighted residual varextropy: characterization, estimation and application [PDF]
In recent years, the study of variability in uncertainty measures has gained significant interest in information theory. In this context, the concept of varextropy has been introduced and investigated by several researchers.
Bin Lu, Li Zhang
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A Goodness-of-Fit Test for the Geometric Distribution Based on a Ratio of Estimators Derived from Order Statistics [PDF]
This paper introduces a novel goodness-of-fit test for the Geometric distribution, designed to address shortcomings in detecting specific, yet common, departures from the null hypothesis, such as over-dispersion and non-constant hazard rates, the core of
Al-Tameemi, Khaleel Ali Hussein
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Complex Adaptation and Permissionless Innovation: An Evolutionary Approach to Universal Basic Income [PDF]
, 2022 Universal Basic Income (UBI) has been proposed as a potential way in which welfare states could be made more responsive to the ever-shifting evolutionary challenges of institutional adaptation in a dynamic environment.
Lehto, Otto
core
Generalized Gini's mean difference through distortions and copulas, and related minimizing problems
, 2023 Given a random variable $X$ and considered a family of its possible distortions, we define two new measures of distance between $X$ and each its distortion.
Capaldo, Marco +2 more
core
Stochastic comparisons, differential entropy and varentropy for distributions induced by probability density functions [PDF]
Stimulated by the need of describing useful notions related to information measures, we introduce the ‘pdf-related distributions’. These are defined in terms of transformation of absolutely continuous random variables through their own probability ...
Di Crescenzo, Antonio +2 more
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Uncertainty quantification based on residual Tsallis entropy of order statistics [PDF]
In this study, we focused on investigating the properties of residual Tsallis entropy for order statistics. The reliability of engineering systems is highly influenced by order statistics, for example, when modeling the lifetime of a series system and ...
Mansour Shrahili, Mohamed Kayid
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Measures of cumulative residual Tsallis entropy for concomitants of generalized order statistics based on the Morgenstern family with application to medical data [PDF]
Ever since Tsallis introduced Tsallis entropy theory, it has been applied to a wide variety of topics in physics and chemistry, with new applications being discovered annually.
Ahmed Hamdi Mansi +5 more
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Reliability analysis of the Lindley distribution via unified hybrid censoring with applications in medical survival and biological lifetime data [PDF]
Unified hybrid censored sampling results from the need to effectively evaluate survival data impacted by different censoring techniques, enabling researchers to use partial information and lower bias in parameter estimates.
Neema M. Elharoun +3 more
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