AbstractIn this paper we study the stability of the Sand Piles Model where grains can be added from outside on random columns. We prove that the infinite set of all stable configurations have a lattice structure which is a sublattice of the Young lattice. Moreover, we give the formulae for the smallest and greatest times to reach stable configurations
Sandpile models are a subclass of Cellular Automata. Bak et al. introduced them in 1987 for they exe...
An abelian sandpile is a collection of indistin-guishable chips distributed among the vertices of a ...
[[abstract]]We present an exact solution of a one-dimensional sandpile model for which sand is dropp...
AbstractIn this paper we study the stability of the Sand Piles Model where grains can be added from ...
International audienceIn this paper we study a variant of the Sand Piles Model, where the evolution ...
AbstractSand pile model (SPM) is a simple discrete dynamical system used in physics to represent gra...
International audienceIn this paper, we provide the first study of the sand pile model SPM(0) where ...
The sandpile model is a discrete model for diffusion of grains on a graph introduced by physicists B...
International audienceSand Pile Models are discrete dynamical systems emphasizing the phenomenon of ...
International audienceIn this paper we study the identity of the Abelian Sandpile Model on a rectang...
: spm (Sand Pile Model) is a simple discrete dynamical system used in physics to represent granular ...
AbstractIn this paper, we study the orders obtained by the generalized dynamics of the sand piles mo...
Le modèle du tas de sable est un modèle de diffusion discret et isotrope introduit par les physicien...
AbstractWe introduce a new model for simulating natural phenomena. We address several issues: topolo...
AbstractIn this paper, we study the dynamics of sand grains falling in sand piles. Usually sand pile...
Sandpile models are a subclass of Cellular Automata. Bak et al. introduced them in 1987 for they exe...
An abelian sandpile is a collection of indistin-guishable chips distributed among the vertices of a ...
[[abstract]]We present an exact solution of a one-dimensional sandpile model for which sand is dropp...
AbstractIn this paper we study the stability of the Sand Piles Model where grains can be added from ...
International audienceIn this paper we study a variant of the Sand Piles Model, where the evolution ...
AbstractSand pile model (SPM) is a simple discrete dynamical system used in physics to represent gra...
International audienceIn this paper, we provide the first study of the sand pile model SPM(0) where ...
The sandpile model is a discrete model for diffusion of grains on a graph introduced by physicists B...
International audienceSand Pile Models are discrete dynamical systems emphasizing the phenomenon of ...
International audienceIn this paper we study the identity of the Abelian Sandpile Model on a rectang...
: spm (Sand Pile Model) is a simple discrete dynamical system used in physics to represent granular ...
AbstractIn this paper, we study the orders obtained by the generalized dynamics of the sand piles mo...
Le modèle du tas de sable est un modèle de diffusion discret et isotrope introduit par les physicien...
AbstractWe introduce a new model for simulating natural phenomena. We address several issues: topolo...
AbstractIn this paper, we study the dynamics of sand grains falling in sand piles. Usually sand pile...
Sandpile models are a subclass of Cellular Automata. Bak et al. introduced them in 1987 for they exe...
An abelian sandpile is a collection of indistin-guishable chips distributed among the vertices of a ...
[[abstract]]We present an exact solution of a one-dimensional sandpile model for which sand is dropp...
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