An annihilating–branching particle model for the heat equation with average temperature zero
نویسندگان
چکیده
منابع مشابه
An Annihilating –branching Particle Model for the Heat Equation with Average Temperature Zero
We consider two species of particles performing random walks in a domain in R with reflecting boundary conditions, which annihilate on contact. In addition there is a conservation law so that the total number of particles of each type is preserved: When the two particles of different species annihilate each other, particles of each species, chosen at random, give birth. We assume initially equa...
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We consider two species of particles performing random walks in a domain in R with reflecting boundary conditions, which annihilate on contact. In addition there is a conservation law so that the total number of particles of each type is preserved: When the two particles of different species annihilate each other, particles of each species, chosen at random, give birth. We assume initially equa...
متن کامل0 Ja n 20 06 AN ANNIHILATING – BRANCHING PARTICLE MODEL FOR THE HEAT EQUATION WITH AVERAGE TEMPERATURE ZERO
We consider two species of particles performing random walks in a domain in R with reflecting boundary conditions, which annihilate on contact. In addition there is a conservation law so that the total number of particles of each type is preserved: When the two particles of different species annihilate each other, particles of each species, chosen at random, give birth. We assume initially equa...
متن کاملM ar 2 00 5 AN ANNIHILATING – BRANCHING PARTICLE MODEL FOR THE HEAT EQUATION WITH AVERAGE TEMPERATURE ZERO
We consider two species of particles performing random walks in a domain in R with reflecting boundary conditions, which annihilate on contact. In addition there is a conservation law so that the total number of particles of each type is preserved: When the two particles of different species annihilate each other, particles of each species, chosen at random, give birth. We assume initially equa...
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ژورنال
عنوان ژورنال: The Annals of Probability
سال: 2006
ISSN: 0091-1798
DOI: 10.1214/009117906000000511