Department of Mathematics - NC State University

$H. Thomas Banks$	H. Thomas Banks Professor Director of CRSC Co-Director of CQSB	PhD, Purdue University, 1967 Control and parameter estimation for delay and partial differential equations; computational methods; statistical and mathematical methods for inverse problems; modeling in biological and physical problems. Distinguished University Professor; Drexel Professor; SIAM W.T. and Idalia Reid Prize; IEEE Fellow; Institute of Physics Fellow; SIAM Fellow; NCSU Alumni Distinguished Graduate Professor; NCSU Alumni Outstanding Research Award; NCSU Distinguished Scholarly Achievement Award; IEEE-CSS Control Systems Technology Award; Purdue University Distinguished Alumni Award; Elected Chair, SIAM Board of Trustees (4 terms); ASME Best Paper Award; Amer. Chem. Soc Rubber Division Best Paper Award; Professeur Honoraire, Universite Compeigne, France; AFOSR Research Highlight; Turkish's Governor's Medal of Honor Award; President, NCSU Sigma Xi Society; Editorial Board, 14 journals in Applied Math and Biomath.
$Stephen Campbell$	Stephen Campbell Professor Director of Graduate Program	PhD, Northwestern University, 1972 Implicit systems of ordinary differential equations, including numerical algorithms and control; applications to constrained mechanical systems, optimal control, and failure detection. Distinguished Professor of Mathematics, Fellow of the IEEE, SIAM Fellow
$Alina Chertock$	Alina Chertock Associate Professor	PhD, Tel-Aviv University, 1999 Numerical methods for time-dependent partial differential equations, hyperbolic conservation laws, degenerate parabolic equations, numerical analysis, scientific computing.
$Moody Chu$	Moody Chu Professor	PhD, Michigan State University, 1982 Numerical ordinary differential equations, numerical linear algebra, dynamical systems, inverse problems. NC State Outstanding Teacher Award Alumni Distinguished Undergraduate Professor
$Pierre Gremaud$	Pierre Gremaud Professor SAMSI Deputy Director	PhD, Ecole Polytechnique Fédérale de Lausanne, 1991 Numerical analysis, partial differential equations; applications to mechanics, fluid dynamics, and material science.
$Mansoor Haider$	Mansoor Haider Professor	PhD, Rensselaer Polytechnic Institute, 1996 Applied mathematics with applications in biomechanics and bioengineering; scientific computing; computational mechanics; multiphasic continuum mechanics; boundary element methods; contact problems. Richard Skalak Best Paper Award - ASME Journal of Biomechanical Engineering (2004); NC State Outstanding Teacher Award
$John Harlim$	John Harlim Assistant Professor	PhD, University of Maryland at College Park, 2006 Applied dynamical systems, filtering complex turbulent systems, detecting climate sensitivity through fluctuation dissipation theory, modeling low frequency variability.
$Mark Hoefer$	Mark Hoefer Assistant Professor	PhD, University of Colorado, Boulder, 2006 Physical applied mathematics, partial differential equations, nonlinear waves, dispersive shock waves, waves in magnetic systems and Bose-Einstein condensates, asymptotics, numerical methods.
$Ilse Ipsen$	Ilse Ipsen Professor SAMSI Associate Director	PhD, Pennsylvania State University, 1983 Numerical linear algebra, randomized algorithms, scientific computation, numerical analysis, matrix theory, applications to information retrieval and quantum physics. SIAM Fellow Section editor, SIAM Review (2005-2011) SIAM VP for Programs (2004-2009)
$Kazufumi Ito$	Kazufumi Ito Professor	PhD, Washington University, 1981 Optimal control and inverse problems for partial differential equations, control of Navier-Stokes equations, numerical partial differential equations, nonlinear semigroup theory, dynamical systems in Banach spaces, stochastic differential equations and applications, applied functional analysis. SIAM Outstanding Paper Prize (2006)
$C.T. (Tim) Kelley$	C.T. (Tim) Kelley Professor	PhD, Purdue University, 1976 Nonlinear equations, multilevel methods, large-scale and multi-model optimization, flow in porous media, nano-scale electronics and sensing, radiative and neutron transfer, optimal control, integral equations, partial differential equations. Drexel Professor of Mathematics, SIAM Fellow, Editor-in-chief, SIAM J. Optimization (2000-2004), SIAM Vice President for Publications (2006-2009), Editor-in-chief, SIAM Review (2011 -- present) SIAM Board of Trustees (2011 -- present, Chair 2012 -- present)
$Zhilin Li$	Zhilin Li Professor	PhD, University of Washington, 1994 Numerical analysis and scientific computing; numerical methods for partial differential equations involving free boundary and moving interface problems, and problems on irregular domains, finite difference and finite element methods; CFD, and biological flows.
$Carl Meyer$	Carl Meyer Professor	PhD, Colorado State University, 1968 Numerical analysis, matrix computations, Markov chains, information retrieval, data and text mining, linear algebra and its applications. Fellow of the Society for Industrial and Applied Mathematics
$Mette Olufsen$	Mette Olufsen Associate Professor	PhD, Roskilde University, 1998 Mathematical biology, cardiovascular physiology, inverse problems, parameter estiamtion, differential equations, cardiovascular fluid mechanics.
$Jeff Scroggs$	Jeff Scroggs Associate Professor Director of Undergraduate Programs Director of Financial Math Graduate Program	PhD, University of Illinois, 1988 Numerical analysis, financial mathematics, scientific computation, partial differential equations.
$Fredrick Semazzi$	Fredrick Semazzi Professor	PhD, University of Nairobi, 1983 Numerical climate modeling, numerical weather prediction, climate information applications.
$Semyon Tsynkov$	Semyon Tsynkov Professor	PhD, Russian Academy of Sciences, 1991 Numerical analysis of partial differential equations, scientific computation, wave propagation and control; applications to acoustics, electrodynamics, fluids, nonlinear optics. DSc, Russian Academy of Sciences, 2004
$Robert White$	Robert White Professor	PhD, University of Massachusetts, 1973 Parallel algorithms; partial differential equations; free boundary value problems; control and inverse problems; computational science education.