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For each , let X P o i ( ) . Prove that X ) converges in distribution to N ( 0 , 1 )
For each , let XPoi().
Prove that X) converges in distribution to N(0,1) as .
Hint: Use the fact that the sum of independent Poissons is again a Poisson.
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Probability With Applications and R
Authors: Robert P. Dobrow
1st edition
1118241257, 1118241258, 978-1118241257
