Search Results - "Hilhorst, HJ"

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    Wilson renormalization of a reaction–diffusion process by van Wijland, F., Oerding, K., Hilhorst, H.J.

    Published in Physica A (01-03-1998)
    “…Healthy and sick individuals (A and B particles) diffuse independently with diffusion constants D A and D B . Sick individuals upon encounter infect healthy…”
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    Phase transition in a two-dimensional Heisenberg model by Blöte, Henk W J, Guo, Wenan, Hilhorst, Henk J

    Published in Physical review letters (28-01-2002)
    “…We investigate the two-dimensional classical Heisenberg model with a nonlinear nearest-neighbor interaction V(s,s') = 2K[(1+s x s')/2]p. The analogous…”
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    Multispecies pair annihilation reactions by Deloubrière, Olivier, Hilhorst, Henk J, Täuber, Uwe C

    Published in Physical review letters (16-12-2002)
    “…We consider diffusion-limited reactions A(i)+A(j)--> (1< or =i<j< or =q) in d space dimensions. For q>2 and d> or =2, we argue that the asymptotic density…”
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    Persistence exponent of the diffusion equation in ε dimensions by Hilhorst, H.J

    Published in Physica A (01-03-2000)
    “…We consider the d-dimensional diffusion equation ∂ tφ( x ,t)= Δφ( x ,t) with random initial condition, and observe that, when appropriately scaled, φ(0, t) is…”
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    Universal fluctuations in the support of the random walk by van Wijland, F., Hilhorst, H. J.

    Published in Journal of statistical physics (01-10-1997)
    “…A random walk starts from the origin of ad-dimensional lattice. The occupation numbern(x,t) equals unity if aftert steps site x has been visited by the walk,…”
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    Equivalence of stationary state ensembles by Hilhorst, H J, va Wijland, F

    “…We show that the contact process in an ensemble with conserved total particle number, as simulated recently by Tomé and de Oliveira [Phys. Rev. Lett. 86, 5463…”
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    Coloring of a one-dimensional lattice by two independent random walkers by Júnior, S.R.Gomes, Lucena, L.S., da Silva, L.R., Hilhorst, H.J.

    Published in Physica A (01-03-1996)
    “…A new type of question in random walk theory is formulated and solved for the particular case of a periodic one-dimensional lattice. A “red” and a “blue”…”
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    Critical behavior of a two-species reaction-diffusion problem by de Freitas JE, Lucena, LS, da Silva LR, Hilhorst, HJ

    “…We present a Monte Carlo study in dimension d=1 of the two-species reaction-diffusion process A+B-->2B and B-->A. Below a critical value rho(c) of the…”
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