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Confined run-and-tumble particles with non-Markovian tumbling statistics
Oded Farago
, Naftali R. Smith
Department of Biomedical Engineering
The Swiss Institute for Dryland Environmental and Energy Research
Research output
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Contribution to journal
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Article
›
peer-review
2
Scopus citations
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Keyphrases
Tumbling
100%
Non-Markovian
100%
Run-and-tumble Particles
100%
Steady-state Distribution
50%
Analytical Framework
25%
Exponential Distribution
25%
Numerical Methods
25%
Waiting Time
25%
Large Deviations
25%
Computing Resources
25%
Spatial Dimension
25%
Position-dependent
25%
Scaling Relations
25%
Nonequilibrium Steady State
25%
Particle Position
25%
External Potential
25%
Active Particles
25%
Large Deviation Function
25%
Mathematics
Statistics
100%
State Distribution
100%
Exponential Distribution
50%
Numerical Methods
50%
Spatial Dimension
50%
Scaling Relation
50%
External Potential
50%
Physics
Steady State
100%
Mathematical Method
50%
Nonequilibrium Steady States
50%