@article{ACKK2018,
 abstract = {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.},
 author = {Anderson, D.F. and Cappelletti, D. and Koyama, M. and Kurtz, T.G.},
 doi = {10.1007/s11538-018-0473-8},
 issn = {1522-9602},
 journal = {Bulletin of Mathematical Biology},
 keywords = {reaction networks; complex balance; continuous time Markov chains; explosive processes},
 month = {08},
 number = {10},
 pages = {2561-2579},
 title = {Non-explosivity of Stochastically Modeled Reaction Networks that are Complex Balanced},
 url = {https://doi.org/10.1007/s11538-018-0473-8},
 volume = {80},
 year = {2018}
}