Let F(·) be a c.d.f. on [0,∞), f(s)=∑0 ∞ pjsj a p.g.f. with $p_{0}=0,\ 1 \alpha \equiv (\text{log}\ m)/(\text{log}\ \rho)$ there exists a unique solution H ...
This is a preview. Log in through your library . Abstract Consider a branching random walk on R, with offspring distribution Z and nonnegative displacement distribution W. We say that explosion occurs ...
Random walks constitute one of the most fundamental stochastic processes and serve as a versatile framework for modelling a vast array of phenomena across physics, biology, finance and computer ...
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