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Confidence intervals for two-parameter exponential distribution
Špinka, Karel ; Kulich, Michal (advisor) ; Antoch, Jaromír (referee)
Abstract. In this work, we examine both point and interval estimators of two-parameter exponential distribution. We determine whether point estimates are unbiased, consistent, or both, and derive exact distributions from which confidence intervals can be construc- ted. We also demonstrate another method of creating confidence sets whose volume is, given certain conditions, the smallest possible on a specific confidence level. 1

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