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[49] D A McQuarrie Stochastic approach to chemical kinetics Journal of Applied Probability, 4: 413 478, 1967 [50] M J Morelli, R J Allen, S Tanase-Nicola, and P R ten Wolde Eliminating fast reactions in stochastic simulations of biochemical networks: A bistable genetic switch Journal of Chemical Physics, 128(4): 045105/1 045105/13, 2008 [51] I Oppenheim, K E Shuler, and G H Weiss Stochastic and deterministic formulation of chemical rate equations Journal of Chemical Physics, 50(1): 460 466, 1969 [52] M F Pettigrew and H Resat Multinomial tau-leaping for stochastic kinetic simulations Journal of Chemical Physics, 126(8): 084101, 2007 [53] P K Pollett The determination of quasistationary distributions from the transition rates of an absorbing Markov chain Mathematical and Computer Modelling, 22: 279 287, 1995 [54] J Puchalka and A M Kierzek Bridging the gap between stochastic and deterministic regimes in the kinetic simulations of the biochemical reaction networks Biophysical Journal , 86: 1357 1372, 2004 [55] J D Ramshaw Partial chemical equilibrium in uid dynamics Physics of Fluids, 23(4): 675 680, 1980 [56] J D Ramshaw and L D Cloutman Numerical method for partial equilibrium ow Journal of Computational Physics, 39(2): 405 417, 1981 [57] C V Rao and A Arkin Stochastic chemical kinetics and the quasi-steady-state-assumption: Application to the Gillespie algorithm Journal of Chemical Physics, 118: 4999 5010, 2003 [58] M Rathinam and H El Samad Reversible-equivalent-monomolecular tau: A leaping method for small number and stiff stochastic chemical systems Journal of Computational Physics, 224: 897 923, 2007 [59] M Rathinam, L R Petzold, Y Cao, and D T Gillespie Stiffness in stochastic chemically reacting systems: The implicit tau-leaping method Journal of Chemical Physics, 119: 12784 12794, 2003 [60] M Rathinam, L R Petzold, Y Cao, and D T Gillespie Consistency and stability of tau-leaping schemes for chemical reaction systems Multiscale Modeling and Simulation, 4(3): 867 895, 2005 [61] M Rein The partial-equilibrium approximation in reacting ows Physics of Fluids A, 4(5): 873 886, 1992 [62] H Salis and Y Kaznessis Accurate hybrid stochastic simulation of a system of coupled chemical or biochemical reactions Journal of Chemical Physics, 122: 054103, 2005 [63] W Sandmann Applicability of importance sampling to coupled molecular reactions In Proceedings of the 12th International Conference on Applied Stochastic Models and Data Analysis, 2007 [64] W Sandmann Simultaneous stochastic simulation of multiple perturbations in biological network models In Proceedings of the 2007 International Conference on Computational Methods in Systems Biology, Lecture Notes in Computer Science 4695, pp 15 31 Springer, Berlin/Heidelberg/New York, 2007.

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