Let Xij (j = 1,...,ni; i = 1,...,s) be samples from the exponential distribution E(i, ). Determine
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Let Xij (j = 1,...,ni; i = 1,...,s) be samples from the exponential distribution E(ξi, σ). Determine the smallest equivariant confidence sets for (ξ1,...,ξr) with respect to the group X
ij = bXij + ai.
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Related Book For
Testing Statistical Hypotheses
ISBN: 9781441931788
3rd Edition
Authors: Erich L. Lehmann, Joseph P. Romano
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