Game theory in models of pedestrian room evacuation.

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Statistical fluctuations in pedestrian evacuation times and the effect of social contagion.Flow and clogging of a sheep herd passing through a bottleneck.Percolation and cooperation with mobile agents: geometric and strategy clusters.Spatial game in cellular automaton evacuation model.

P2860

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P2860

Game theory in models of pedestrian room evacuation.

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2014 nî lūn-bûn

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2014年の論文

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2014年論文

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2014年論文

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2014年論文

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2014年论文

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2014年论文

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2014年论文

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name

Game theory in models of pedestrian room evacuation.

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Game theory in models of pedestrian room evacuation.

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Game theory in models of pedestrian room evacuation.

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P1476

Game theory in models of pedestrian room evacuation.

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P2093

S Bouzat

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P2860

Social force model for pedestrian dynamics

Lattice-Gas Automata for the Navier-Stokes Equation

Spatial invasion of cooperation.

Simulating dynamical features of escape panic.

Cooperation and defection at the crossroads.

Continuous-space automaton model for pedestrian dynamics.

Generalized centrifugal-force model for pedestrian dynamics.

Evacuation of pedestrians from a single room by using snowdrift game theories.

Analytical investigation of oscillations in intersecting flows of pedestrian and vehicle traffic.

Relationship between clustering coefficient and the success of cooperation in networks.

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032806

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scholarly article

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10.1103/PHYSREVE.89.032806

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English

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Marcelo Néstor Kuperman

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2014-03-14T00:00:00Z

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261732152

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24730898

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1311.1708

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Game theory in models of pedestrian room evacuation.

about

P2860

P2860

Game theory in models of pedestrian room evacuation.

description

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P1476

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P2860

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