基于分位数的累积人艺信息测度研究

Rekha, Vikas Kumar
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摘要

在本文中,我们提出了残馀和过去寿命的累积Renyi熵的分位数版本,并研究了它们的性质。我们还研究了随机变量未截断和自然截断时基于分位数的极序统计量累积Renyi熵。利用所提出的信息测度与可靠性测度之间的关系,研究了一些表征结果。我们还研究了它与一些应用问题的关系,如加权和平衡模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study of Quantile-Based Cumulative Renyi Information Measure
In this paper, we proposed a quantile version of cumulative Renyi entropy for residual and past lifetimes and study their properties. We also study quantile-based cumulative Renyi entropy for extreme order statistic when random variable untruncated or truncated in nature. Some characterization results are studied using the relationship between proposed information measure and reliability measure. We also examine it in relation to some applied problems such as weighted and equillibrium models.
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