For a delayed recurrent event & the probabilities Un are constant only when the generating function of

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For a delayed recurrent event & the probabilities Un are constant only when the generating function of the first occurrence of & is given by B(s) = -[1-F(s)u(1-s), that is, when b = fn +1 + fn+2+..... Discuss the relation with the limit theorem for hitting probabilities in example (10.6).

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