Math Faculty Research Areas

Active research across a wide range of topics

The Department of Mathematics at Drexel University features a diverse group of faculty members in the most active research phases of their careers. Faculty research falls into a variety of areas, including: partial differential equations, dynamical systems, mathematical neuroscience, numerical analysis, approximation theory, combinatorics, functional analysis, representation theory, geometry and topology, matrix and operator theory, inverse problems, and stochastic analysis.

Faculty research receives robust support from government agencies including the National Science Foundation and the National Security Agency.

	Contact	Specialization
	David M. Ambrose Professor Korman Center 290 dma68@drexel.edu	mathematical analysis; fluid dynamics; nonlinear partial differential equations; boundary integral methods
	Jonah Blasiak Associate Professor Tenure Korman Center 275 jdb395@drexel.edu	Algebraic Combinatorics, Representation Theory, Complexity Theory
	B. Cooper Boniece Assistant Professor cooper.boniece@drexel.edu	Time series; High-frequency data; Change-point detection; Wavelet methods; Fractional/self-similar stochastic processes
	Pavel Grinfeld Associate Professor Tenure Korman Center 271 pg77@drexel.edu	Application of the Differential Calculus of moving surfaces and Variational Calculus, with heavy emphasis on computation, to problems in Bioengineering, low temperature Physics, Quantum Mechanics and Elasticity
	Yixin Guo Associate Professor Tenure Korman Center 218 yixin@math.drexel.edu	Biomathematics, Dynamical Systems, Ordinary and Partial Differential Equations
	R. Andrew Hicks Professor Korman Center 266 rah29@drexel.edu	Manifold; Geometric optics; Robotics; Inverse problems; Optical design; Blind spot
	Pawel Hitczenko Professor Tenure Korman Center 270 phitczenko@math.drexel.edu	Probability Theory and its Applications to Analysis, Combinatorics, Wavelets, and the Analysis of Algorithms
	Georgi S. Medvedev Professor Tenure Korman Center 222 medvedev@drexel.edu	Dynamical systems, large networks, mathematical neuroscience
	Cecilia F. Mondaini Assistant Professor Korman Center 265 cf823@drexel.edu	Analysis of Partial Differential Equations; Fluid Dynamics; Stochastic Processes
$Shari Moskow, PhD$	Shari Moskow Undergraduate Adviser; Professor Korman Center 276 moskow@math.drexel.edu	Applied PDEs and numerical analysis, in particular homogenization theory, inverse problems, and related asymptotic and numerical methods
	James Eldred Pascoe Assistant Professor Korman 257 jep362@drexel.edu	Functional analysis; complex analysis; noncommutative algebra; matrix analysis
	Ronald K. Perline Associate Professor Korman Center 294 rperline@math.drexel.edu	Applied Mathematics, Numerical Analysis, Symbolic Computation, Differential Geometry, Modeling of Nonlinear Optical Phenomena, Mathematical Physics
	Eric J. Schmutz Professor Tenure Korman Center 264 schmutze@drexel.edu	Discrete mathematics; Probabilistic methods; Combinatorial number theory
	Li Sheng Associate Professor Tenure Korman Center 274 lsheng@math.drexel.edu	Discrete Mathematics; Graph Theory
	Gideon Simpson Associate Department Head; Graduate Adviser; Associate Professor Korman Center, room 262 grs53@drexel.edu	Applied mathematics; Numerical analysis; Scientific computing; Stochastic simulation
	Xiaoming Song Associate Professor Tenure Korman Center 273 song@math.drexel.edu	Stochastic Calculus, Large Deviation Theory, Theoretical Statistics, Data Network Modeling and Numerical Analysis
	Hugo J. Woerdeman Professor Korman Center 272 hjw27@drexel.edu	Matrix and Operator Theory; Systems Theory; Signal and Image Processing; Harmonic Analysis; Multivariable Interpolation; Factorization; Quantum Computing.
	J. Douglas Wright Professor of Mathematics; Department Head Korman Center 296 jdw66@drexel.edu	nonlinear waves; partial differential equations; dynamical systems; lattice differential equations; coherent structures
	Thomas P.-Y. Yu Professor Tenure Korman Center 268 tyu@math.drexel.edu	Applied Analysis, Applied Geometry, Multiscale Methods