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Extended cumulative entropy based on k th lower record values for the coherent systems lifetime

机译:基于K TH较低的Chereent Systems寿命的记录值扩展累积熵

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Kayal (Probab. Eng. Inf. Sci. 30(4):640–662, 2016) first proposed generalized cumulative entropy based on lower record values. Motivated by Kayal (Probab. Eng. Inf. Sci. 30(4):640–662, 2016), recently, Tahmasebi and Eskandarzadeh (Stat. Probab. Lett. 126:164–172, 2017) proposed an extended cumulative entropy (ECE) based on kth lower record values. In this paper, we obtain some properties of ECE. We study this measure of information for the coherent systems lifetime with identically distributed components. We define the conditional ECE for the system lifetime and discuss some properties of it. We also use this idea to propose a measure of extended cumulative past inaccuracy. Finally, we propose the estimators of these measures using empirical approach. In addition, we study large sample properties of these estimators.
机译:Kayal(probab。ind。inf。sci。30(4):640-662,2016)首先是基于较低记录值的广义累积熵。 由KAYAL(PROBAB。INF。SCI。30(4):640-662,2016),最近,TAHMASEBI和ESKANDARZADEH(统计数据。LETT。126:164-172,2017)提出了扩展累计熵( ECE)基于kth较低的记录值。 在本文中,我们获得了ECE的一些性质。 我们研究了具有相同分布式组件的相干系统寿命的信息的信息。 我们为系统生命周期定义了条件ECE,并讨论了它的一些属性。 我们还使用此想法提出衡量扩展累积过去不准确性的措施。 最后,我们使用经验方法提出了这些措施的估算。 此外,我们研究了这些估算器的大型样本性质。

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