We study a pair of populations in R2 which undergo diffusion and branching. The system is interactive in
We construct a class of superprocesses by taking the high density limit of a sequence of interacting...
In generalization of the mutually catalytic super-Brownian motion in R of Dawson/Perkins (1998) and ...
We study pairs of interacting measure-valued branching processes (superprocesses) with alpha-stable ...
We study a pair of populations in ℝ2 which undergo diffusion and branching. The system is interactiv...
A two-type infinite-measure-valued population in R2 is constructed which undergoes diffusion and bra...
A two-type infinite-measure-valued population in $R^2$ is constructed which undergoes diffusion and ...
ABSTRACT. – We study a pair of populations in R2 which undergo diffusion and branching. The system i...
In this paper we present an overview of recent work on lattice and measure-valued models of catalyti...
We study a pair of populations in ℝ2 which undergo diffusion and branching. The system is interactiv...
We study a pair of populations in $R^2$ which undergo diffusion and branching. The system is interac...
The purpose of this doctoral thesis is to prove existence for a mutually catalytic random walk with...
The model under consideration is a catalytic branching model constructed in [DF96], where the cataly...
Consider the mutually catalytic branching process with finite branching rate γ. We show that as γ → ...
© Canadian Mathematical Society 1994. The usual super-Brownian motion is a measure-valued process th...
Dawson and Perkins [4] constructed a stochastic model of an interacting two-type population indexed ...
We construct a class of superprocesses by taking the high density limit of a sequence of interacting...
In generalization of the mutually catalytic super-Brownian motion in R of Dawson/Perkins (1998) and ...
We study pairs of interacting measure-valued branching processes (superprocesses) with alpha-stable ...
We study a pair of populations in ℝ2 which undergo diffusion and branching. The system is interactiv...
A two-type infinite-measure-valued population in R2 is constructed which undergoes diffusion and bra...
A two-type infinite-measure-valued population in $R^2$ is constructed which undergoes diffusion and ...
ABSTRACT. – We study a pair of populations in R2 which undergo diffusion and branching. The system i...
In this paper we present an overview of recent work on lattice and measure-valued models of catalyti...
We study a pair of populations in ℝ2 which undergo diffusion and branching. The system is interactiv...
We study a pair of populations in $R^2$ which undergo diffusion and branching. The system is interac...
The purpose of this doctoral thesis is to prove existence for a mutually catalytic random walk with...
The model under consideration is a catalytic branching model constructed in [DF96], where the cataly...
Consider the mutually catalytic branching process with finite branching rate γ. We show that as γ → ...
© Canadian Mathematical Society 1994. The usual super-Brownian motion is a measure-valued process th...
Dawson and Perkins [4] constructed a stochastic model of an interacting two-type population indexed ...
We construct a class of superprocesses by taking the high density limit of a sequence of interacting...
In generalization of the mutually catalytic super-Brownian motion in R of Dawson/Perkins (1998) and ...
We study pairs of interacting measure-valued branching processes (superprocesses) with alpha-stable ...
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