Gamma
Using Exercise 3.3.22, show that

where 0 <>< 1,=ββ and=ββ k=ββ and=ββ n=ββ are=ββ positive=ββ integers=ββ such=ββ that=ββ k=ββ β€=ββ>
Exercise 3.3.22
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This demonstrates the relationship between the cdfs of the gamma and Poisson distributions.
