Show that if the prior probability 0 of a hypothesis is close to unity, then the
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Show that if the prior probability π0 of a hypothesis is close to unity, then the posterior probability p0 satisfies 1- p0 ≅ (1 - π0 )B-1 and more exactly 1- Po ≅ (1 - π0)B-1 + (1 - π0)2(B-1 - B-2).
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To prove this we will use Bayes theorem and some algebraic manipulation According to Bayes theore...View the full answer
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