We consider a class of rescaled superprocesses and derive a full large deviation principle with a good convex rate functional defined on the measure state space. A relatively complete picture of the related non-linear reaction-diffusion equation is accomplished although the rate functional is only partly expressed in terms of solutions of the equation
ABSTRACT. We prove a large-deviation principle (LDP) for the sample paths of jump Markov processes i...
In the view of many probabilists, author Anatolii Puhalskii''s research results stand among the most...
We use process level large deviation analysis to obtain the rate function for a general family of oc...
We consider a class of rescaled superprocesses and derive a full large deviation principle with a go...
We consider a class of rescaled superprocesses and derive a full large deviation principle with a go...
In the single point catalytic super-Brownian motion "particles" branch only if they meet the positio...
These lecture notes are devoted to present several uses of Large Deviation asymptotics in Branching ...
Branching Processes in Random Environment (BPREs) (Zn: n ≥ 0) are the generalization of Galton-Watso...
We consider the measure-valued processes in a super-Brownian random medium in the Dawson-Fleischmann...
We derive two large deviation principles of Freidlin-Wentzell type for rescaled super-Brownian motio...
AbstractWe generalize a result by Kozlov on large deviations of branching processes (Zn) in an i.i.d...
We derive a large deviation principle for occupation time of super alpha-stable process in R-d with ...
We prove a large-deviation principle (LDP) for the sample paths of jump Markov processes in the smal...
We study large deviations for Brownian motion on the Sierpinski gasket in the short time limit. Beca...
A dynamic large deviations principle for a countable reaction network including coagulation--fragmen...
ABSTRACT. We prove a large-deviation principle (LDP) for the sample paths of jump Markov processes i...
In the view of many probabilists, author Anatolii Puhalskii''s research results stand among the most...
We use process level large deviation analysis to obtain the rate function for a general family of oc...
We consider a class of rescaled superprocesses and derive a full large deviation principle with a go...
We consider a class of rescaled superprocesses and derive a full large deviation principle with a go...
In the single point catalytic super-Brownian motion "particles" branch only if they meet the positio...
These lecture notes are devoted to present several uses of Large Deviation asymptotics in Branching ...
Branching Processes in Random Environment (BPREs) (Zn: n ≥ 0) are the generalization of Galton-Watso...
We consider the measure-valued processes in a super-Brownian random medium in the Dawson-Fleischmann...
We derive two large deviation principles of Freidlin-Wentzell type for rescaled super-Brownian motio...
AbstractWe generalize a result by Kozlov on large deviations of branching processes (Zn) in an i.i.d...
We derive a large deviation principle for occupation time of super alpha-stable process in R-d with ...
We prove a large-deviation principle (LDP) for the sample paths of jump Markov processes in the smal...
We study large deviations for Brownian motion on the Sierpinski gasket in the short time limit. Beca...
A dynamic large deviations principle for a countable reaction network including coagulation--fragmen...
ABSTRACT. We prove a large-deviation principle (LDP) for the sample paths of jump Markov processes i...
In the view of many probabilists, author Anatolii Puhalskii''s research results stand among the most...
We use process level large deviation analysis to obtain the rate function for a general family of oc...
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