Rates of convergence to normality
Abstract
This study falls into two parts: in the first part (Chapters
2, 2A and 3) we examine the Chebyshev expansion for the distribution
function of normed sums of independent random variables and in the
second part (Chapters 4 and 5) we apply some convergence rate results
from independent random variable theory to two types of branching
process and we obtain some analogues of the classical limit laws.
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