It can be shown that if Y n converges in probability to a constant , then h(Y n ) converges to h() for any function h() that is continuous at Use this to obtain a consistent estimator for the rate parameter k of an exponential distribution ...

Lets work through this step by step The goal is to use the given result to obtain a consistent estim ...

It can be shown that if Y n converges in probability to a constant , then h(Y

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It can be shown that if Y_n converges in probability to a constant τ, then h(Y_n) converges to h(τ) for any function h(·) that is continuous at τ. Use this to obtain a consistent estimator for the rate parameter k of an exponential distribution.

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Modern Mathematical Statistics With Applications

ISBN: 9783030551551

3rd Edition

Authors: Jay L. Devore, Kenneth N. Berk, Matthew A. Carlton

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Question Posted: Aug 21, 2023 02:09 AM

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It can be shown that if Y n converges in probability to a constant , then h(Y

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Modern Mathematical Statistics With Applications

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