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Extinction of metastable stochastic populations
Michael Assaf
*
,
Baruch Meerson
*
Corresponding author for this work
Racah Institute of Physics
Research output
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Contribution to journal
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Article
›
peer-review
163
Scopus citations
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Keyphrases
Stochastic Population
100%
Rate Equations
66%
Master Equation
66%
Population Size
66%
Quasi-stationary
66%
Wentzel-Kramers-Brillouin Approximation
66%
Probability Distribution
33%
Long-lived
33%
Multi-step Process
33%
Absorbing States
33%
Bifurcation
33%
Metastable States
33%
Self-regulating
33%
Mean Time to Extinction
33%
Pre-exponential Factor
33%
System Size Expansion
33%
Attracting Fixed Point
33%
Entropic Barrier
33%
Demographic Noise
33%
Detailed Balance
33%
One-step Process
33%
Recursive Solution
33%
General Set
33%
Engineering
Master Equation
100%
Rate Equation
100%
Fixed Points
100%
Brillouin Zone
100%
Size System
50%
Recursive
50%
Step Process
50%
Simplifies
50%
Metastable State
50%
Pre-Exponential Factor
50%
Absorbing State
50%
Mathematics
Stochastics
100%
Rate Equation
66%
Master Equation
66%
Fixed Points
66%
Probability Distribution
33%
Absorbing State
33%
Time Mean
33%
System Size
33%
Step Process
33%
Physics
Automatic Control
100%
Detailed balance
100%