Linear-noise approximation and the chemical master equation agree up to second-order moments for a class of chemical systems.
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Inference for Stochastic Chemical Kinetics Using Moment Equations and System Size ExpansionCERENA: ChEmical REaction Network Analyzer--A Toolbox for the Simulation and Analysis of Stochastic Chemical KineticsPromoters Architecture-Based Mechanism for Noise-Induced Oscillations in a Single-Gene Circuit.Universal Poisson Statistics of mRNAs with Complex Decay Pathways.Analytical approximations for spatial stochastic gene expression in single cells and tissuesRedundancy in information transmission in a two-step cascade.Efficient and flexible implementation of Langevin simulation for gene burst production.Stochastic Kuramoto oscillators with discrete phase states.Approximation of Probabilistic Reachability for Chemical Reaction Networks Using the Linear Noise Approximation
P2860
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P2860
Linear-noise approximation and the chemical master equation agree up to second-order moments for a class of chemical systems.
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2015 nî lūn-bûn
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name
Linear-noise approximation and ...... r a class of chemical systems.
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Linear-noise approximation and ...... r a class of chemical systems.
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type
label
Linear-noise approximation and ...... r a class of chemical systems.
@en
Linear-noise approximation and ...... r a class of chemical systems.
@nl
prefLabel
Linear-noise approximation and ...... r a class of chemical systems.
@en
Linear-noise approximation and ...... r a class of chemical systems.
@nl
P2860
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Linear-noise approximation and ...... r a class of chemical systems.
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P2860
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10.1103/PHYSREVE.92.042124
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2015-10-12T00:00:00Z
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1509.00612