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- W2113283344 abstract "Abstract Recently, progressively Type II censored samples have attracted attention in the study and analysis of life-testing data. Here we propose an indirect approach for computing the Fisher information (FI) in progressively Type II censored samples that simplifies the calculations. Some recurrence relations for the FI in progressively Type II censored samples are derived that facilitate the FI computation using the proposed decomposition. This paper presents a standard recurrence relation that simplifies computation of the FI in progressively Type II censored samples to a sum; FI in collections order statistics (OS). We compute the FI in a collections of progressively Type II censored samples for some known distributions. Keywords: Fisher InformationMaximum likelihood estimatorOrder statisticsProgressively Type II censored samplesMathematics Subject Classification: 60F0562F1562E2062G30 Acknowledgments The author thanks Professor H. N. Nagaraja, Editor-in-Chief, Professor N. Balakrishnan, the Associate Editor and a referee, for their helpful comments and suggestions, which led to a considerable improvement in the presentation of this paper." @default.
- W2113283344 created "2016-06-24" @default.
- W2113283344 creator A5043903217 @default.
- W2113283344 date "2008-01-31" @default.
- W2113283344 modified "2023-09-26" @default.
- W2113283344 title "Fisher Information in Type II Progressive Censored Samples" @default.
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- W2113283344 doi "https://doi.org/10.1080/03610920701669900" @default.
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