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- Contact_process_(mathematics) abstract "The contact process is a model of an interacting particle system. It is a continuous time Markov process with state space , where is a finite or countable graph, usually Z. The process is usually interpreted as a model for the spread of an infection: if the state of the process at a given time is , then a site in is "infected" if and healthy if . Infected sites become healthy at a constant rate, while healthy sites become infected at a rate proportional to the number infected neighbors. One can generalize the state space to , such is called the multitype contact process. It represents a model when more than one type of infection is competing for space.".
- Contact_process_(mathematics) thumbnail Contact_Process.svg?width=300.
- Contact_process_(mathematics) wikiPageID "5097569".
- Contact_process_(mathematics) wikiPageRevisionID "553182538".
- Contact_process_(mathematics) hasPhotoCollection Contact_process_(mathematics).
- Contact_process_(mathematics) subject Category:Lattice_models.
- Contact_process_(mathematics) subject Category:Stochastic_processes.
- Contact_process_(mathematics) type Assistant109815790.
- Contact_process_(mathematics) type CausalAgent100007347.
- Contact_process_(mathematics) type LatticeModels.
- Contact_process_(mathematics) type LivingThing100004258.
- Contact_process_(mathematics) type Model110324560.
- Contact_process_(mathematics) type Object100002684.
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- Contact_process_(mathematics) type Person100007846.
- Contact_process_(mathematics) type PhysicalEntity100001930.
- Contact_process_(mathematics) type Whole100003553.
- Contact_process_(mathematics) type Worker109632518.
- Contact_process_(mathematics) type YagoLegalActor.
- Contact_process_(mathematics) type YagoLegalActorGeo.
- Contact_process_(mathematics) comment "The contact process is a model of an interacting particle system. It is a continuous time Markov process with state space , where is a finite or countable graph, usually Z. The process is usually interpreted as a model for the spread of an infection: if the state of the process at a given time is , then a site in is "infected" if and healthy if . Infected sites become healthy at a constant rate, while healthy sites become infected at a rate proportional to the number infected neighbors.".
- Contact_process_(mathematics) label "Contact process (mathematics)".
- Contact_process_(mathematics) sameAs m.0d2k2p.
- Contact_process_(mathematics) sameAs Q5164846.
- Contact_process_(mathematics) sameAs Q5164846.
- Contact_process_(mathematics) sameAs Contact_process_(mathematics).
- Contact_process_(mathematics) wasDerivedFrom Contact_process_(mathematics)?oldid=553182538.
- Contact_process_(mathematics) depiction Contact_Process.svg.
- Contact_process_(mathematics) isPrimaryTopicOf Contact_process_(mathematics).
