A multi-time-scale analysis of chemical reaction networks: II. Stochastic systems

Author:

Kan Xingye,Lee Chang Hyeong,Othmer Hans G.

Funder

National Institute of General Medical Sciences

National Research Foundation of Korea

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Agricultural and Biological Sciences (miscellaneous),Modeling and Simulation

Reference46 articles.

1. Anderson DF, Craciun G, Kurtz TG (2010) Product-form stationary distributions for deficiency zero chemical reaction networks. Bull Math Biol 72:1947–1970

2. Anderson DF, Kurtz TG (2011) Continuous time markov chain models for chemical reaction networks. In: Koeppl H, Densmore D, Setti G, di Bernardo M (eds) Design and analysis of biomolecular circuits: engineering approaches to systems and synthetic biology. Springer, New York, pp 3–42

3. Aris R (1965) Prolegomena to the rational analysis of chemical reactions. Arch Ration Mech Anal 19(2):81–99

4. Boucherie RJ, Dijk NMV (1991) Product forms for queueing networks with state-dependent multiple job transitions. Adv Appl Probab 23(1):152–187

5. Bundschuh R, Hayot F, Jayaprakash C (2003) Fluctuations and slow variables in genetic networks. Biophy J 84:1606

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