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Phase reduction of stochastic biochemical oscillators
Paul C. Bressloff
,
James N. MacLaurin
Mathematical Sciences
Research output
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Contribution to journal
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Article
›
peer-review
4
Scopus citations
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Dive into the research topics of 'Phase reduction of stochastic biochemical oscillators'. Together they form a unique fingerprint.
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Keyphrases
Phase Reduction
100%
Chemical Reaction Networks
100%
Biochemical Oscillators
100%
Limit Cycle
66%
Deterministic Limit
66%
System Size
66%
System Size Expansion
66%
Equation-based
33%
Dimensionless Parameters
33%
Variational Principle
33%
Analytic Expression
33%
System of Ordinary Differential Equations
33%
Gene Regulatory Network
33%
Perturbation Expansion
33%
Fokker-Planck Equation
33%
Brusselator
33%
Phase Dynamics
33%
Stable Limit Cycle
33%
Phase Equation
33%
Molecular Noise
33%
Chemical Langevin Equation
33%
Chemical Master Equation
33%
Mass-action Kinetics
33%
Mathematics
Stochastics
100%
System Size
100%
Limit Cycle
75%
Chemical Reaction Networks
75%
Statistics
25%
Approximates
25%
Probability Theory
25%
Variational Principle
25%
Reduction Method
25%
Master Equation
25%
System Of Ordinary Differential Equations
25%
Exp
25%
Analytic Expression
25%
Fokker Planck Equation
25%
Langevin Equation
25%
Action Kinetics
25%
Mass Action
25%
Engineering
Biochemicals
100%
Size System
100%
Reaction Network
75%
Limit Cycle
50%
Common Method
25%
Dimensionless Parameter
25%
Illustrates
25%
Master Equation
25%
Fokker
25%
Perturbation Expansion
25%
Time (T)
25%
Planck Equation
25%
Phase Dynamic
25%
Stable Limit Cycle
25%
Mass Action
25%