| Cara Brooks |
Regularization methods for solving inverse and ill-posed problems involving Volterra
integral equations, numerical analysis. |
| S. Allen Broughton |
Riemann surfaces, differential geometry and topology, Lie groups, finite groups,
imaging science, and singularity theory. |
| Kurt Bryan |
PDE's inverse and ill-posed problems, numerical methods for PDE's and integral equations, and
to some extent optimization and homogenization for PDE's, and the modeling aspects and applications. |
| Bill Butske |
Algebraic Geometry, Number Theory, Endomorphism Rings of Jacobians, Galois Representations. |
| Steve Carlson |
General topology (uniform spaces, proximity spaces, extensions of spaces), surface topology,
fuzzy topology, and set theory. |
| Michael Devasher |
Statistics, Biostatistics, Design of Experiments. |
| Diane Evans |
Probability and Statistics, Operations Research. |
| David Finn |
Nonlinear Partial Differential Equations, Differential Geometry, Geometrical Modeling, and
Imaging Science. |
| Steve Galinaitis |
Integral equations and associated inverse problems, Hysteresis modeling, development of practical
models and controls for actuators that are based on shape memory alloys or piezoelectric materials. |
| Elton Graves |
Numerical analysis, use of computer algebra systems in the classroom. |
| Ralph Grimaldi |
Discrete mathematics - including combinatorics, graph theory, network theory, and applied algebra.
In particular, applications in computer science (analysis of algorithms, data structures, computer
architecture, and theory of computations. |
| Joshua Holden |
Number theory and cryptography, in particular computational and algebraic number theory and
applications. |
| Allen Holder |
Operations Research, Mathematical Programming with applications in Medicine and Biology |
| Leanne Holder |
Finite projective geometries |
| Mark Inlow |
Lack of fit tests, binary response models, robust general modeling techniques, biostatistics,
statistical programming. |
| Tanya Jaycay |
Combinatorial Semigroup Theory, Applications of Algebra in Cryptosystems Algebraic Combinatorics. |
| Tom Langley |
Algebraic Combinatorics. |
| Roger Lautzenheiser |
Originally, functional analysis (in particular operator theory); recently linear algebra (in
particular numerical linear algebra). |
| Jeffery Leader |
Numerical analysis, scientific computation, chaotic discrete dynamical systems, modeling. |
| John Massman |
Algebra, number theory, discrete mathematics, and error correcting codes. |
| Kim Montgomery |
Biomathematics |
| David Rader |
Discrete and combinatorial optimization; operations research. |
| John Rickert |
Number theory, mathematics placement, problem solving competitions, and baseball statistical
analysis. |
| Yosi Shibberu |
Optimization, robotics, dynamics and control theory, and Hamiltonian dynamical systems, protein
fold prediction. |
