Weighted cumulative residual (past) inaccuracy for minimum (maximum) of order statistics

Daneshi, S and Nezakati, A and Tahmasebi, S (2020) Weighted cumulative residual (past) inaccuracy for minimum (maximum) of order statistics. Statistics, Optimization and Information Computing, 8 (1). pp. 110-126. ISSN 2311004X

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In this paper, we propose a measure of weighted cumulative residual inaccuracy between survival function of the first-order statistic and parent survival function F. We also consider weighted cumulative inaccuracy measure between distribution of the last-order statistic and parent distribution F. For these concepts, we obtain some reliability properties and characterization results such as relationships with other functions, bounds, stochastic ordering and effect of linear transformation. Dynamic versions of these weighted measures are considered.

Item Type: Article
Uncontrolled Keywords: Cumulative inaccuracy Empirical approach Order statistics
Subjects: H Social Sciences > HA Statistics
Divisions: Other Resources
Depositing User: خدیجه شبانکاره
Date Deposited: 22 Dec 2020 08:23
Last Modified: 22 Dec 2020 08:23
URI: http://eprints.bpums.ac.ir/id/eprint/9083

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