# Non-explosivity of Stochastically Modeled Reaction Networks that are Complex Balanced.

@article{Anderson2018NonexplosivityOS, title={Non-explosivity of Stochastically Modeled Reaction Networks that are Complex Balanced.}, author={David F. Anderson and Daniele Cappelletti and Masanori Koyama and T. G. Kurtz}, journal={Bulletin of mathematical biology}, year={2018}, volume={80 10}, pages={ 2561-2579 } }

- Published 2018 in Bulletin of mathematical biology
DOI:10.1007/s11538-018-0473-8

We consider stochastically modeled reaction networks and prove that if a constant solution to the Kolmogorov forward equation decays fast enough relatively to the transition rates, then the model is non-explosive. In particular, complex-balanced reaction networks are non-explosive.

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