Branching Processes with Time-Dependent Immigration
In this chapter we will investigate in detail the asymptotic behavior of a concrete model of branching processes with immigration dependent on time. More exactly, we will consider the Galton-Watson process with non- homogeneous (independent of reproduction) immigration. In contrast to Chapter II, we shall demonstrate here a combination of analytical and probability methods.
KeywordsLimit Theorem Partial Process Finite Variance Local Limit Theorem Classical Limit Theorem
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