Faculty Research - Applied Mathematics
Rafail Abramov, Ph.D. Rensselaer Polytechnic Institute, 2002. Turbulence.
Gerard Awanou, Ph.D. University of Georgia, 2003. Numerical analysis of Partial Differential Equations.
Neil Berger (Emeritus), Ph.D. Courant Institute of Mathematical Sciences, 1968. Elasticity, fluid mechanics.
Jerry Bona, Ph.D. Harvard University, 1971. Fluid mechanics; partial differential equations; numerical analysis; mathematical economics; oceanography, biology.
Mimi Dai, Ph.D. University of California - Santa Cruz, 2012. Partial differential equations, fluids dynamics, complex fluids.
Susan Friedlander (Emeritus), Ph.D. Princeton University, 1972. Mathematical fluid dynamics, partial differential equations.
Floyd Hanson (Emeritus), Ph.D. Brown University, 1968. Computational stochastic control; computational finance; computational biomedicine; stochastic manufacturing systems; scientific supercomputing; stochastic bioeconomics; asymptotics; industrial mathematics; numerical analysis.
Melvin Heard (Emeritus), Ph.D. Purdue University, 1967. Partial integro-differential equations.
Billy Jackson, Ph.D. Baylor University, 2007. Research in Undergraduate Mathematics Education (RUME), Teacher education, Diversity, equity and inclusion in mathematics instruction, teaching math for social justice, Dynamic equations on time scales, control theory
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Charles Knessl (Emeritus), Ph.D. Northwestern University, 1986. Asymptotic and perturbation methods; stochastic models; convection-diffusion problems; analysis of algorithms; financial mathematics.
Irina Nenciu, Ph.D. California Institute of Technology, 2005. Integrable systems, random matrices and mathematical physics.
David Nicholls, Ph.D. Brown University, 1998. Numerical Analysis and Applied PDE.
Roman Shvydkoy, Ph.D. University of Missouri, Columbia, 2001. Collective dynamics, Euler, Navier-Stokes equations, turbulence, spectral problems, stability.
Christof Sparber, Ph.D. University of Vienna, 2004. Mathematical Physics, Quantum Dynamics, Partial Differential Equations, Analysis and Numerical Simulation of Multi-scale Problems.
Charles Tier (Emeritus), Ph.D. Courant Institute of Mathematical Sciences, 1976. Stochastic models in performance evaluation, biology, and computational finance; asymptotic and perturbation methods.
Stephen Yau (Emeritus), Ph.D. State University of New York-Stonybrook, 1976. Algebraic geometry, singularity theory; complex geometry; CR geometry; nonlinear filtering theory; algebraic geometry code; information theory; control theory; financial math; image database; computer software testing, Bioinformatics.