In an association rule, which metric measures the probability of the consequent given the antecedent?

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Multiple Choice

In an association rule, which metric measures the probability of the consequent given the antecedent?

Explanation:
Think of an association rule as A implies B. The question asks for the metric that captures how likely B is when A has occurred. That is exactly what confidence measures: the probability of the consequent given the antecedent, denoted P(B|A). In practical terms, confidence equals the frequency of transactions containing both A and B divided by the frequency of transactions containing A. Support, on the other hand, is the joint frequency P(A and B) and doesn’t reflect conditioning on A. Lift compares P(B|A) to P(B) to see if A and B occur together more often than by chance. Conviction relates to how often A occurs without B and provides a different angle on implication strength.

Think of an association rule as A implies B. The question asks for the metric that captures how likely B is when A has occurred. That is exactly what confidence measures: the probability of the consequent given the antecedent, denoted P(B|A). In practical terms, confidence equals the frequency of transactions containing both A and B divided by the frequency of transactions containing A.

Support, on the other hand, is the joint frequency P(A and B) and doesn’t reflect conditioning on A. Lift compares P(B|A) to P(B) to see if A and B occur together more often than by chance. Conviction relates to how often A occurs without B and provides a different angle on implication strength.

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