Journal
JOURNAL OF MATHEMATICS
Volume 2022, Issue -, Pages -Publisher
HINDAWI LTD
DOI: 10.1155/2022/3746821
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This paper constructs a new unified progressive hybrid censoring scheme UPHCS that covers eleven famous censoring schemes. It studies the estimation problem of Burr-X distribution parameters using maximum likelihood and Bayes approaches based on the suggested unified progressive hybrid censored samples. Two real data sets are used as illustrative engineering examples.
In this paper, a new unified progressive hybrid censoring scheme UPHCS has been constructed. This unified censoring scheme covers eleven famous censoring schemes. The estimation problem of Burr-X distribution parameters has been studied using the maximum likelihood and Bayes approaches based on the suggested unified progressive hybrid censored samples. Two real data sets have been used as illustrative engineering examples.
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