UF Mathematics |
CAM DIRECTORY |
|
|
UF Interdisciplinary and Applied Mathematics Directory
|
| Mathematician | Interdisciplinary and Applied Math Specializations |
|---|---|
|
Boyland, Philip LIT 338 (392-0281 X-269) boyland@ufl.edu |
Dynamical systems, low-dimensional topology, classical and fluid mechanics |
|
Brooks, James LIT 306 (392-0281 X-255) jkbrooks@ufl.edu |
Probability theory and stochastic processes; abstract processes in applied mathematics |
|
Chen, Yunmei LIT 486 (392-0281 X-268) yun@ufl.edu |
Partial differential equations and their application to nonlinear evolutions from geometry and physics; the flow of harmonic maps, nonlinear wave equations, nonlinear heat equations and nonlinear Schrodinger equations. |
|
DeLeenheer, Patrick LIT 411 (392-0281 X-240) deleenhe@ufl.edu |
Mathematical Biology, Control Theory, Differential Equations |
|
Ehrlich, Paul LIT 414 (392-0281 X-280) ehrlich@ufl.edu |
Differential geometry, especially the area of global space-time geometry; co-author of one of the standard research monographs in this area, Global Lorentzian Geometry, Second Revised Edition, Marcel Dekker Pure and Applied Mathematics, Vol. 202, 1996 |
|
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 |
|
Gopalakrishnan, Jay LIT 442 (392-0281 X-252) jayg@ufl.edu |
Numerical analysis, finite element methods, theory of preconditioners. |
|
Groisser, David LIT 308 (392-0281 X-261) groisser@ufl.edu |
Applications of differential geometry to problems in imaging |
|
Hager, William LIT 462 (392-0281 X-244) hager@ufl.edu |
Numerical analysis, optimization, and optimal control with applications to modeling of lightning currents |
|
Keesling, James LIT 358 (392-0281 X-236) kees@ufl.edu |
Dynamical systems and chaos, fractal geometry, stochastic modeling, numerical analysis, and queuing theory; biomathematical modeling of migration patterns of pests such as the moth Spodoptera frugiperda, and biomathematical modeling of the spread of dengue including a population model of the vector mosquito, Aedes aegypti |
|
Klauder, John klauder@ufl.edu |
Chaotic Dynamics; Quantum Theory; Coherent States; Quantum Optics; Path Integrals; Quantum Field Theory; Nonrenormalizable Models |
|
Mair, Bernard LIT 302 (392-0281 X-291) bamair@ufl.edu |
Medical imaging, inverse problems, potential theory |
|
Martcheva, Maia LIT 469 (392-0281 X-326) maia@ufl.edu |
Mathematical Biology, Population Dynamics, Mathematical Epidemiology, Mathemtical Demography, Nonlinear PDEs, and Numerical Analysis |
|
McCullough, Scott LIT 490 (392-0281 X-258) sam@ufl.edu |
Function theoretic operator theory, matrix methods, and graph theory; application of the Weiner-Hopf decomposition methods to problems in parallel-computing. |
|
Olson, Timothy LIT 454 (392-0281 X-295) olsontch@ufl.edu |
Digital signal processing and imaging science, limited angle tomography technique for image formation |
|
Pilyugin, Sergei LIT 458 (392-0281 X-296) 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 |
|
Pop-Stojanovic, Zoran (Emeritus) LIT 330 (392-0281 X-306) zps@ufl.edu |
Stochastic filtering and probabilistic potential theory |
|
Rao, Murali LIT 494 (392-0281 X-259) mrao@ufl.edu |
Probability, potential theory, wavelets, and medical imaging, including a the development of new methods for PET image formation |
|
Shabanov, Sergei LIT 418 (392-0281 X-251) shabanov@ufl.edu |
Computational Electromagnetism and Quantum Physics. Applications to Radar Signal Propagation and to Photonics; Radar Signal Processing, Narrow Beam Radars, Radar Imaging, and Medical Imaging; Solitons, Knot-solitons, and non-linear PDEs; Path Integral Methods and Applications to Numerical Simulations, Monte-Carlo and Inverse Monte-Carlo Methods; Quantization of Constrained Systems, Numerical Methods for Contrained Systems; Theoretical High Energy Physics, Nonperturbative Methods, Lattice Gauge Theories; Mass Gap Problem in Yang-Mills Theories and Confinement in QCD |
|
Vince, Andrew LIT 438 (392-0281 X-246) 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. |
|
White, Neil (Emeritus) LIT 330 (392-0281 X-306) white@ufl.edu |
Coxeter matroids, combinatorial invariant theory, Grassmann-Cayley algebra, applications to robotics. |
|
Wilson, David (Emeritus) LIT 330 (392-0281 X-306) 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 |
Created
Tuesday, December 23, 2008.
Please report problems to:
www@math.ufl.edu
Last update made Thursday July 29 11:15:11 EST 2010.