4.10 There is a correspondence between Haar measures and Jeffreys priors in the location and scale cases.

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4.10 There is a correspondence between Haar measures and Jeffreys priors in the location and scale cases.

(a) Show that in the location parameter case, the Jeffreys prior is equal to the invariant Haar measure.

(b) Show that in the scale parameter case, the Jeffreys prior is equal to the invariant Haar measure.

(c) Show that in the location-scale case, the Jeffreys prior is equal to the left invariant Haar measure.

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Theory Of Point Estimation

ISBN: 9780387985022

2nd Edition

Authors: Erich L. Lehmann, George Casella

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