Suppose that {Y ij } are independent Poisson variates with means { ij }. Show that P(Y
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Suppose that {Yij} are independent Poisson variates with means {µij}. Show that P(Yij = nij) for all i, j, conditional on {Yi+ = ni}, satisfy independent multinomial sampling [i.e., the product of (2.2) for all i] within the rows.
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