Directory UMM :Data Elmu:jurnal:S:Stochastic Processes And Their Applications:Vol87.Issue1.2000:
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We show that in this critical regime the system may exhibit two dierent kinds of behavior: null-recurrence or transience depending on interrelation between the rst two moments of
We study a discrete time Markov process with particles being able to perform discrete time random walks and create new particles, known as branching random walk (BRW).. We suppose
The proof of the corresponding upper bound is much harder and is at the heart of this article; it is done by rst coupling the Brownian sheet to a sequence of independent
We prove existence, uniqueness and comparison theorems for a class of parabolic semilinear stochastic partial dierential equations with nonlinearities of polynomial growth in the
We study an innite system of Brownian hard balls, moving in R d and submitted to a smooth innite range pair potential. It is represented by a diusion process, which is constructed
However, for MBPII, since the q -matrix is not stable, many standard techniques used in general Markov process theory are dicult to apply; few results have been obtained for
As was the case for the ®rst experiment, focus groups using a GSS generated more knowledge in the form of unique ideas on-topic, or pertaining to the product launch than focus
Ramanan, A time-reversed representation for the tail probabilities of stationary reflected Brownian motion 253 K.. Kubilius, The existence and uniqueness of the solution of an
