Browse Research by Faculty Name
Filtered by Department: Mathematics
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Displaying 1 - 10 of 18 records.
Department(s) | Research Interests | |
|---|---|---|
| Bruner, Robert | Mathematics | Algebraic topology solves geometric and topological questions by using algebraic information that can be distilled out of the spaces involved. The algebraic structures that arise in this way are … |
| Celiker, Fatih | Mathematics | Numerical analysis, scientific computing, discontinuous Galerkin methods, analysis and implementation of numerical methods for partial differential equations. |
| Corrigan-Salter, Bruce | Mathematics | Algebraic Topology |
| Drucker, Daniel | Mathematics | Mathematics |
| Hart, Jarod | Mathematics | My primary research interests in harmonic analysis are the continuity (or boundedness) properties of multilinear and multiparameter integral operators on function spaces. These two types of operators … |
| Isaksen, Daniel | Mathematics | algebraic topology, topological statistics, algebra, recreational mathematics |
| Klein, John | Mathematics | My research area is algebraic topology, specifically as connected with the study of manifolds from a homotopy theoretic perspective. More recently, I have been involved in an interesting collaboration … |
| Korostelev, Alexander | Mathematics | Probability and Statistics |
| Li, Hengguang | Mathematics | Numerical Analysis, Partial Differential Equations, and Scientific Computing Theories and Numerical Methods for PDEs, Especially with Singularities Fast Numerical Solvers for Large Systems of … |
| Mei, Tao | Mathematics | Functional analysis/Harmonic Analysis; e.g. Operator (Matrix)-Valued function spaces, Fourier multipliers on nonabelian discrete groups/von Neumann algebras, Semigroup of operators, Noncommutative Lp … |