| Bóna, Miklós LIT 440 (352) 294-2293 bona@ufl.edu |
Discrete applied mathematics, combinatorics, mathematical biology |
| Block, Louis (Emeritus) LIT 478 (352) 294-2292 block@ufl.edu |
Dynamical systems, connections between dynamics and topology, one-dimensional dynamics, chaos theory. |
| Boyland, Philip (Emeritus) LIT 338 (352) 294-2294 boyland@ufl.edu |
Dynamical systems, chaotic fluid advection, fluid mixing, classical mechanics |
| Brooks, James (Emeritus) LIT 306 (352) 294-2296 jkbrooks@ufl.edu |
Probability theory and stochastic processes; abstract processes in applied mathematics |
| Bubenik, Peter LIT 410 (352) 294-2342 peter.bubenik@ufl.edu |
Topological data analysis, applied topology, and computational topology;combining ideas from algebraic topology, statistics, machine learning, algebra and category theory to develop new tools for analyzing data; applying these tools to data. |
| Cenzer, Douglas (Emeritus) LIT 306 (352) 294-2313 cenzer@ufl.edu |
Computability and complexity, algorithmic randomness, mathematical logic, logic programming |
| Chen, Yunmei (Emeritus) LIT 486 (352) 294-2298 yun@ufl.edu |
Optimization techniques and deep learning approaches for data analysis; Partial differential equations (PDE)/Variational methods for image processing and PDE and Nonlinear analysis. |
| Di Cerbo, Luca Fabrizio LIT 476 (352) 294-4328 ldicerbo@ufl.edu |
Applications of Geometry to Physics, Mathematical Finance |
| Glover, Joseph glover@ufl.edu |
Markov processes, potential theory, and martingales and their applications to asset modeling; wavelets and their applications to imaging science; semilinear partial differential equations and their application to suspension bridge oscillation problems |
| Groisser, David LIT 308 (352) 294-2307 groisser@ufl.edu |
Applications of differential geometry to problems in imaging |
| Hager, William LIT 462 (352) 294-2308 hager@ufl.edu |
Numerical analysis, optimization, and optimal control with applications to modeling of lightning charge transport and MRI image reconstruction |
| Keesling, James (Emeritus) LIT 358 (352) 294-2312 kees@ufl.edu |
Dynamical systems and chaos; fractal geometry; stochastic modeling; numerical analysis; queuing theory; biomathematical modeling of the spread of citrus greening (HLB) including a population model of the vector Diaphorina citri; biomathematical modeling of migration patterns of insect pests such as Spodoptera frugiperda; and, biomathematical modeling of the spread of dengue including a population model of the vector mosquito, Aedes aegypti. |
| Klauder, John (Emeritus) klauder@ufl.edu |
Chaotic Dynamics; Quantum Theory; Coherent States; Quantum Optics; Path Integrals; Quantum Field Theory; Nonrenormalizable Models |
| Knudson, Kevin (352)-294-2350 kknudson@ufl.edu |
Computational topology, topological analysis of large data sets, discrete Morse theory |
| Martcheva, Maia LIT 469 (352) 294-2319 maia@ufl.edu |
Mathematical Biology, Population Dynamics, Mathematical Epidemiology, Mathemtical Demography, Nonlinear PDEs, and Numerical Analysis |
| McCullough, Scott LIT 490 sam@ufl.edu |
Free semialgebraic geometry and convex analysis. Free semialgebraic geometry is the study of matrix inequalities of the type that arise in control theory in problems governed by a signal flow diagram. These inequalities are independent of dimension and thus mathematically correspond to studying inequalities for polynomials in freely noncommuting variables. Of particular interests are matrix inequalities whose solution set is convex. |
| Ngonghala, Calistus N. LIT 468 (352) 294-2335 calistusnn@ufl.edu |
Mathematical Biology (Ecology of poverty and disease, economic epidemiology, mathematical epidemiology and immunology) Nonlinear dynamical systems and chaos Numerical analysis |
| Pilyugin, Sergei LIT 458 (352) 294-2326 pilyugin@ufl.edu |
Differential equations and dynamical systems with applications into mathematical biology/mathematical modeling; theory of competition/chemostat models; theoretical immunology and dynamics of the cell cycle |
| Pollock, Sara LIT 444 (352) 273-5555 s.pollock@ufl.edu |
Numerical analysis, scientific computation, adaptive finite element and multiscale methods, nonlinear solvers and acceleration techniques, nonlinear elliptic PDE. |
| Rao, Murali (Emeritus) LIT 494 (352) 294-2327 mrao@ufl.edu |
Probability, potential theory, wavelets, and medical imaging, including a the development of new methods for PET image formation |
| Rong, Libin LIT 419 (352) 294-2394 libinrong@ufl.edu |
Mathematical biology, specifically virus dynamics, theoretical immunology and epidemiology. |
| Shabanov, Sergei LIT 418 (352) 294-2330 shabanov@ufl.edu |
Scattering of electromagnetic waves and nanophotonics. Navier-Stokes equations and applications to laser-induced plasmas. Path integrals and nonperturbative methods in gauge theories. |
| Sin, Peter LIT 432 (352) 294-2332 sin@ufl.edu |
Discrete Mathematics, error-correcting codes, linear algebra. |
| Stepien, Tracy LIT 460 tstepien@ufl.edu |
Mathematical biology with an emphasis on medicine, dynamical systems, ordinary and partial differential equations, numerical methods, data analysis |
| Vatter, Vince LIT 412 (352) 294-2338 vatter@ufl.edu |
Combinatorics and graph theory |
| Vince, Andrew LIT 438 (352) 294-2339 avince@ufl.edu |
Discrete mathematics; also network algorithms with application to scheduling and flows, combinatorial optimization and linear programming problems, fractal geometry and self similar phenomena, polytopes and tilings, and quasicrystals and long range aperiodic order. |
| Wilson, David (Emeritus) LIT 330 dcw@ufl.edu |
Medical image analysis, decomposition methods for parallel computing, and the development of image deblurring methods: since 1987 has worked on automatic identification of the epicardial and endocardial borders of the heart in 2-D echocardiographic images |
| Yu, Cheng LIT 416 chengyu@ufl.edu |
Nonlinear partial differential equations, nonlinear analysis, and gas dynamics. |