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3
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0003672584
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Plenum, New York, edited by A. McKane
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For a review, see G. Grinstein, in Scale Invariance, Interfaces and Non-Equilibrium Dynamics, Vol. 344 of NATO Advanced Study Institute, Series B: Physics, edited by A. McKane (Plenum, New York, 1995).
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(1995)
Scale Invariance, Interfaces and Non-Equilibrium Dynamics, Vol. 344 of NATO Advanced Study Institute, Series B: Physics
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Grinstein, G.1
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6
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85036182923
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Phys. Rev. E (to be published)
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Phys. Rev. E (to be published).
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7
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85036334943
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Sandpile models are driven by adding a single energy grain to a randomly chosen site, when no active sites are present. In this manner, avalanches are instantaneous with respect to the driving time scale. Nonlocality is thus implicitly enforced in computer simulations, where the evolution of a single site depends on the state of the entire system
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Sandpile models are driven by adding a single energy grain to a randomly chosen site, when no active sites are present. In this manner, avalanches are instantaneous with respect to the driving time scale. Nonlocality is thus implicitly enforced in computer simulations, where the evolution of a single site depends on the state of the entire system.
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8
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35949010691
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Theoretical approaches usually do not consider the scaling with respect to the external driving. Y. C. Zhang, Phys. Rev. Lett. 63, 470 (1989)
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(1989)
Phys. Rev. Lett.
, vol.63
, pp. 470
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Zhang, Y.C.1
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22
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0003491331
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edited by V. Privman, Cambridge Press, Cambridge, England
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For an introductory review on systems with absorbing states, see R. Dickman, in Nonequilibrium Statistical Mechanics in One Dimension, edited by V. Privman (Cambridge Press, Cambridge, England, 1996).
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(1996)
Nonequilibrium Statistical Mechanics in One Dimension
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Dickman, R.1
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25
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85036274656
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The relation 〈s〉∼L2 has already been obtained from numerical simulations 910 and proved analytically in d=2 7
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The relation 〈s〉∼L2 has already been obtained from numerical simulations 910 and proved analytically in d=2 7.
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27
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85036405247
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For information, see the URL address http://kalix.dsf.unica.it/
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For information, see the URL address http://kalix.dsf.unica.it/
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