Charles Doering
Affiliations: | Applied and Interdisciplinary Mathematics | University of Michigan, Ann Arbor, Ann Arbor, MI |
Area:
Applied Mathematics, Ecology Biology, EpidemiologyGoogle:
"Charles Doering"Children
Sign in to add traineeSebastien Chivoret | grad student | 2005 | University of Michigan |
Katarina Bodova | grad student | 2009 | University of Michigan |
Richard Vasques | grad student | 2009 | University of Michigan |
Steven M. Flores | grad student | 2012 | University of Michigan |
Jared P. Whitehead | grad student | 2012 | University of Michigan |
Yen T. Lin | grad student | 2013 | University of Michigan |
Maria A. Riolo | grad student | 2014 | University of Michigan |
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Publications
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Lin YT, Doering CR. (2016) Gene expression dynamics with stochastic bursts: Construction and exact results for a coarse-grained model. Physical Review. E. 93: 022409 |
Lin YT, Kim H, Doering CR. (2015) Demographic stochasticity and evolution of dispersion I. Spatially homogeneous environments. Journal of Mathematical Biology. 70: 647-78 |
Lin YT, Kim H, Doering CR. (2015) Demographic stochasticity and evolution of dispersion II: spatially inhomogeneous environments. Journal of Mathematical Biology. 70: 679-707 |
Boďová K, Doering CR. (2012) Noise-Induced statistically stable oscillations in a deterministically divergent nonlinear dynamical system Communications in Mathematical Sciences. 10: 137-157 |
Whitehead JP, Doering CR. (2012) Rigid bounds on heat transport by a fluid between slippery boundaries Journal of Fluid Mechanics. 707: 241-259 |
Lin YT, Kim H, Doering CR. (2012) Features of Fast Living: On the Weak Selection for Longevity in Degenerate Birth-Death Processes Journal of Statistical Physics. 148: 647-663 |
Whitehead JP, Doering CR. (2011) Ultimate state of two-dimensional Rayleigh-Bénard convection between free-slip fixed-temperature boundaries. Physical Review Letters. 106: 244501 |
Whitehead JP, Doering CR. (2011) Internal heating driven convection at infinite Prandtl number Journal of Mathematical Physics. 52 |
Chini GP, Dianati N, Zhang Z, et al. (2011) Low-dimensional models from upper bound theory Physica D: Nonlinear Phenomena. 240: 241-248 |
Calzavarini E, Doering CR, Gibbon JD, et al. (2006) Exponentially growing solutions in homogeneous Rayleigh-Bénard convection. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 73: 035301 |