PowerPoint Presentation
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Dynamic Cluster-Mean-field Approximation
Fundamental diagram of TASEP with periodic boundary conditions
TASEP with open boundary conditions
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Fundamental diagram in the ant-trail model
Non-monotonic variation of average speed with density of ants in a trail
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Theory of the Ant-trail model
Ant-trail model: (2+1)-cluster approximation
A self-consistent heuristic MFT for the ant-trail model
Ant-trail model: A self-consistent heuristic MFT
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Loose-cluster approximation
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Experimental investigation
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Intra-Node Characteristics
Inter-species Interactions
Total number of Organisms
Distribution of Lifetimes of Species (“Unified” Model)
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TASEP with Open Boundary Conditions
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Ant-trail model with open boundary conditions
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Author: OpenOffice.org.112