Joseph M. Whitmeyer, Ph.D.
Affiliations: | 2010 | Applied Mathematics (PhD) | University of North Carolina, Charlotte, Charlotte, NC, United States |
Area:
Applied MathematicsGoogle:
"Joseph Whitmeyer"Parents
Sign in to add mentor| Stanislav A. Molchanov | grad student | 2010 | UNC Charlotte | |
| (Mathematical analysis of Markov models for social processes.) | ||||
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Publications
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| Chernousova E, Feng Y, Hryniv O, et al. (2020) Steady states of lattice population models with immigration Mathematical Population Studies. 1-18 |
| Bessonov M, Molchanov S, Whitmeyer J. (2018) A multi-class extension of the mean field Bolker–Pacala population model Random Operators and Stochastic Equations. 26: 163-174 |
| Molchanov S, Whitmeyer J. (2017) Stationary distributions in Kolmogorov-Petrovski- Piskunov-type models with an infinite number of particles Mathematical Population Studies. 24: 147-160 |
| Whitmeyer J, Yang H. (2016) Baseline models of spatial population dynamics Journal of Mathematical Sociology. 40: 123-135 |
| Molchanov S, Whitmeyer J. (2016) On the kernel of the covariance operator for Markov semigroups, I. Applicable Analysis. 95: 2099-2109 |
| Molchanov S, Whitmeyer J. (2014) The Size of a Political Club Journal of Mathematical Sociology. 38: 203-218 |
| Feng Y, Molchanov S, Whitmeyer J. (2012) Random Walks With Heavy Tails And Limit Theorems For Branching Processes With Migration And Immigration Stochastics and Dynamics. 12: 1150007 |
| Hopcroft RL, Whitmeyer JM. (2010) A choice model of occupational status and fertility Journal of Mathematical Sociology. 34: 283-300 |
| Molchanov S, Whitmeyer JM. (2010) Two markov models of the spread of rumors Journal of Mathematical Sociology. 34: 157-166 |
| Whitmeyer JM, Wittek R. (2010) Inequalities in network structures Social Science Research. 39: 152-164 |