Let P be a probability distribution over random variables A, B, C. Let Q be another probability
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Let P be a probability distribution over random variables A, B, C. Let Q be another probability distribution over the same variables, defined by a Bayes net in which B and C are conditionally independent given A. We are given that Q(A) = P(A), Q(B|A) = P(B|A), and Q(C|A) = P(C|A). Which if the following can be deduced? Explain.
a. Q(B) = P(B).
b. Q(C) = P(C).
c. Q(A, B, C) = P(A, B, C).
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Related Book For
Artificial Intelligence A Modern Approach
ISBN: 9780134610993
4th Edition
Authors: Stuart Russell, Peter Norvig
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