James M. Hyman
Affiliations: | Tulane University, New Orleans, LA, United States |
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Parents
Sign in to add mentor| Peter David Lax | grad student | 1972-1976 | Courant Institute, NYU (MathTree) |
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Publications
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| Morciglio A, Zhang B, Chowell G, et al. (2021) Mask-Ematics: Modeling the Effects of Masks in COVID-19 Transmission in High-Risk Environments. Epidemiolgia (Basel, Switzerland). 2: 207-226 |
| Xue L, Jing S, Miller JC, et al. (2020) A data-driven network model for the emerging COVID-19 epidemics in Wuhan, Toronto and Italy. Mathematical Biosciences. 108391 |
| Qu Z, Hyman JM. (2019) Generating a Hierarchy of Reduced Models for a System of Differential Equations Modeling the Spread of Wolbachia in Mosquitoes Siam Journal On Applied Mathematics. 79: 1675-1699 |
| Qu Z, Xue L, Hyman JM. (2018) Modeling the Transmission of Wolbachia in Mosquitoes for Controlling Mosquito-Borne Diseases Siam Journal On Applied Mathematics. 78: 826-852 |
| Xue L, Manore CA, Thongsripong P, et al. (2016) Two-sex mosquito model for the persistence of Wolbachia. Journal of Biological Dynamics. 1-22 |
| Bergsman LD, Hyman JM, Manore CA. (2016) A mathematical model for the spread of west nile virus in migratory and resident birds. Mathematical Biosciences and Engineering : Mbe. 13: 401-24 |
| Manore C, McMahon B, Fair J, et al. (2011) Disease properties, geography, and mitigation strategies in a simulation spread of rinderpest across the United States. Veterinary Research. 42: 55 |
| Tracht SM, Del Valle SY, Hyman JM. (2010) Mathematical modeling of the effectiveness of facemasks in reducing the spread of novel influenza A (H1N1). Plos One. 5: e9018 |
| Hyman JM, Li J. (2009) Epidemic models with differential susceptibility and staged progression and their dynamics. Mathematical Biosciences and Engineering : Mbe. 6: 321-32 |
| Vrugt JA, Ter Braak CJF, Diks CGH, et al. (2009) Accelerating Markov chain Monte Carlo simulation by differential evolution with self-adaptive randomized subspace sampling International Journal of Nonlinear Sciences and Numerical Simulation. 10: 273-290 |