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- W3200993676 abstract "Let us consider k(≥2) independent populations Π1,…,Πk, where Πi follows exponential distribution with hazard rate σi, (i=1,…,k). Suppose Yi1,…,Yin be a random sample of size n drawn from the ith population Πi, where i=1,…,k. For i=1,…,k, consider Yi=∑j=1nYij. The natural selection rule is to select a population associated with the largest sample mean. That is, Πi, (i=1,…,k) is selected if Yi=max(Y1,…,Yk). Based on this selection rule, a population is chosen. Then, we consider the estimation of the hazard rate of the selected population with respect to the entropy loss function. Some natural estimators are proposed. The minimaxity of a natural estimator is established. Improved estimators improving upon the natural estimators are derived. Finally, numerical study is carried out in order to compare the proposed estimators in terms of the risk values." @default.
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- W3200993676 date "2021-07-22" @default.
- W3200993676 modified "2023-09-27" @default.
- W3200993676 title "Inadmissibility results for the selected hazard rates" @default.
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- W3200993676 doi "https://doi.org/10.1080/02331888.2021.1954924" @default.
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