Let E stand for the observation of sabotage, H1 for the hypothesis of a Japanese-American Fifth Column, and H2 for the hypothesis that no Fifth Column exists. Whatever the likelihood that a Fifth Column would do no sabotage, the probability P(E|H1), it cannot be as large as the likelihood that no Fifth Column does no sabotage, the probability P(E|H2).
I feel like there is a mistake here. Shouldn’t E stand for the observation of no sabotage?
I feel like there is a mistake here. Shouldn’t E stand for the observation of no sabotage?