ON EXTROPY PROPERTIES OF MIXED SYSTEMS
By Guoxin Qiu, Lechen Wang, Xingyu Wang. Probability in the engineering and informational sciences (Print), 2018
58 citations recorded by the source corpus.
An expression of the extropy of a mixed system's lifetime was given firstly. Based on this expression, two mixed systems with same signature but with different components were compared. It was shown that the extropy of lifetime of a mixed system equals to that of its dual system if the lifetimes of the components have symmetric probability density function. Moreover, some bounds of the extropy of lifetimes of mixed systems were obtained and the concept of Jensen–extropy (JE) divergence of mixed systems was proposed. The JE divergence is non-negative and it can be used as an alternative information criteria for comparing mixed systems with homogeneous components. To illustrate the applications of JE divergence, some examples are addressed at the end of this paper.
Subfields: Management Science and Operations Research, Statistical and Nonlinear Physics, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/078cdecca0c7d013b25bcc8678543d31ab5a9927
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In Management Science and Operations Research
In Statistical and Nonlinear Physics
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Citations in the corpus
- On negative cumulative extropy with applications (2020, background): “For more information and further results on CRE, the readers are referred to Rao (2005), Asadi and Zohrevand (2007), Navarro, del Aguila, and Asadi (2010) and references therein. Recently, Toomaj, Sunoj, and Navarro (2017) investigated the CRE of coherent and mixed systems when the component lifetim”
- ON CUMULATIVE RESIDUAL EXTROPY (2020, background): “[16] explored an expression of the extropy of a mixed systems lifetime.”