On Characterization Of Continuous Distributions Conditioned On A Pair Of Non-Adjacent Generalized Order Statistics
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Abstract
In this paper, a generalized family of continuous distributions has been characterized through the difference of power of two generalized order statistics (gos) conditioned on a pair of two non-adjacent gos. The parallel result for records is also deduced. Further these results contain the characterization of continuous distributions conditioned on a pair of non-adjacent order statistics, progressive type II censoring and of sequential order statistics.
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