Given that two pieces of evidence e1 and e2 are conditionally independent given the hypothesis i.e.,

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Given that two pieces of evidence e1 and e2 are conditionally independent given the hypothesis — i.e., P(e1je2;h) = P(e1jh) — prove the “product rule”: P(e1;e2jh) =

P(e1jh)P(e2jh).

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Bayesian Artificial Intelligence

ISBN: 9781439815915

2nd Edition

Authors: Kevin B. Korb, Ann E. Nicholson

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Question Posted: Oct 17, 2024 09:00 AM

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Given that two pieces of evidence e1 and e2 are conditionally independent given the hypothesis i.e., P(e1je2;h) = P(e1jh) prove the product rule: P(e1;e2jh) = P(e1jh)P(e2jh).
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Given that two pieces of evidence e1 and e2 are conditionally independent given the hypothesis i.e.,

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Bayesian Artificial Intelligence

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