International audienceIn this paper, we provide the first study of the sand pile model SPM(0) where we assume that all the grains are numbered with a distinct integer.We obtain a lower bound on the number of terminal sand piles by establishing a bijection between a subset of these sand piles and the set of shifted Young tableaux. We then prove that this number is at least factorial
Sandpile models are a subclass of Cellular Automata. Bak et al. introduced them in 1987 for they exe...
International audienceIn this paper we study the identity of the Abelian Sandpile Model on a rectang...
Presented at ACRI 2006 (Perpignan, FRANCE). Long version with complete proofs and extended results p...
International audienceIn this paper, we provide the first study of the sand pile model SPM(0) where ...
AbstractSand pile model (SPM) is a simple discrete dynamical system used in physics to represent gra...
International audienceSand Pile Models are discrete dynamical systems emphasizing the phenomenon of ...
International audienceIn this paper we study a variant of the Sand Piles Model, where the evolution ...
AbstractIn this paper we study the stability of the Sand Piles Model where grains can be added from ...
Article accepte pour publication dans le numero special du revue avec omite de lecture PureMathemati...
AbstractIn this paper, we study the dynamics of sand grains falling in sand piles. Usually sand pile...
International audienceThe dynamics of decreasing sandpile models in one dimension lets regular patte...
AbstractIn this paper, we study the orders obtained by the generalized dynamics of the sand piles mo...
AbstractSand dripping in one-dimensional Sand-Pile Model is first studied. Patterns and signals appe...
Sandpile models are a subclass of Cellular Automata. Bak et al. introduced them in 1987 for they exe...
International audienceIn this paper we study the identity of the Abelian Sandpile Model on a rectang...
Presented at ACRI 2006 (Perpignan, FRANCE). Long version with complete proofs and extended results p...
International audienceIn this paper, we provide the first study of the sand pile model SPM(0) where ...
AbstractSand pile model (SPM) is a simple discrete dynamical system used in physics to represent gra...
International audienceSand Pile Models are discrete dynamical systems emphasizing the phenomenon of ...
International audienceIn this paper we study a variant of the Sand Piles Model, where the evolution ...
AbstractIn this paper we study the stability of the Sand Piles Model where grains can be added from ...
Article accepte pour publication dans le numero special du revue avec omite de lecture PureMathemati...
AbstractIn this paper, we study the dynamics of sand grains falling in sand piles. Usually sand pile...
International audienceThe dynamics of decreasing sandpile models in one dimension lets regular patte...
AbstractIn this paper, we study the orders obtained by the generalized dynamics of the sand piles mo...
AbstractSand dripping in one-dimensional Sand-Pile Model is first studied. Patterns and signals appe...
Sandpile models are a subclass of Cellular Automata. Bak et al. introduced them in 1987 for they exe...
International audienceIn this paper we study the identity of the Abelian Sandpile Model on a rectang...
Presented at ACRI 2006 (Perpignan, FRANCE). Long version with complete proofs and extended results p...