First steps on asynchronous lattice-gas models with an application to a swarming rule
Identifieur interne : 001584 ( Main/Exploration ); précédent : 001583; suivant : 001585First steps on asynchronous lattice-gas models with an application to a swarming rule
Auteurs : Olivier Bouré [France] ; Nazim Fatès [France] ; Vincent Chevrier [France]Source :
- Natural Computing [ 1567-7818 ] ; 2013-12-01.
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Abstract
Abstract: Lattice-gas cellular automata are often considered as a particular case of cellular automata in which additional constraints apply, such as conservation of particles or spatial exclusion. But what about their updating? How to deal with non-perfect synchrony? Novel definitions of asynchronism are proposed that respect the specific hypotheses of lattice-gas models. These definitions are then applied to a swarming rule in order to explore the robustness of the global emergent behaviour. In particular, we compare the synchronous and asynchronous case, and remark that a paradoxical phenomenon, the anti-alignment of particles, is no longer observed when a small but not infinitesimal amount of asynchronism is added.
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DOI: 10.1007/s11047-013-9389-2
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<front><div type="abstract" xml:lang="en">Abstract: Lattice-gas cellular automata are often considered as a particular case of cellular automata in which additional constraints apply, such as conservation of particles or spatial exclusion. But what about their updating? How to deal with non-perfect synchrony? Novel definitions of asynchronism are proposed that respect the specific hypotheses of lattice-gas models. These definitions are then applied to a swarming rule in order to explore the robustness of the global emergent behaviour. In particular, we compare the synchronous and asynchronous case, and remark that a paradoxical phenomenon, the anti-alignment of particles, is no longer observed when a small but not infinitesimal amount of asynchronism is added.</div>
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