Liliana Borcea. Noah G. Harding Professor. Ph.D. (1996) Stanford University. Inverse problems, effective properties of high contrast composite materials, wave propagation, and inverse scattering in random media.
Steven J. Cox. Professor. Ph.D. (1988) Rensselaer Polytechnic Institute. Mathematical biology.
Mark Embree. Professor. D. Phil. (2000) University of Oxford. Numerical analysis, especially numerical linear algebra, and spectral theory for non-normal operators.
Matthias Heinkenschloss. Professor. Ph.D. (1991) University of Trier, Germany. Analysis of optimization methods for optimal control, optimal design, and parameter identification problems governed by partial differential equations (PDEs).
(Department Chair since July 2009).
Illya V. Hicks. Associate Professor. Ph.D. (2000) Rice University. Combinatorial optimization, graph theory, integer programming and related applications.
Beatrice M. Riviere. Associate Professor. Ph.D. (2000) University of Texas, Austin. Numerical analysis, partial differential equations, discontinuous Galerkin methods, porous media flow, computational fluid dynamics, mathematical biology.
Danny C. Sorensen. Noah G. Harding Professor. Ph.D. (1977) University of California, San Diego. Numerical Linear Algebra for Large Scale Scientific Computing.
William W. Symes. Noah G. Harding Professor. Ph.D. (1975) Harvard University. Partial differential equations - theory and computation; inverse problems.
Richard A. Tapia. University Professor and Maxfield-Oshman Professor. Ph.D. (1967) University of California, Los Angeles. Numerical analysis and optimization theory.
Tim Warburton. Associate Professor. PhD (1999) Brown University. High-resolution finite elements, finite volumes, and discontinuous Galerkin methods for partial differential equations.
Wotao Yin. Associate Professor. PhD (2006) Columbia University. Conic optimization methods for solving various imaging problems and deriving geometric properties of regularizing functionals.
Yin Zhang. Professor. PhD (1987) State University of New York, Stony Brook. Design, analysis, and implementation of computer algorithms for solving practical optimization problems.