Testing the Distribution Let X be a random variate with density f and let a1 < a2

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Testing the Distribution Let X be a random variate with density f and let a1 < a2 < ... < al define a partition of the support of f into subintervals, including the unbounded intervals xal. Recall from (B1.1), (B1.2) that the probability of a realization of X falling into ak ≤ x

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