## Research Activity

- Ergodic theory with emphasis on connections with number theory, functional equations,and complex function theory.
- Banach spaces and Banach algebras, especially those consisting of continuous functions.
- Infinite matrices as operators on classical sequence spaces.
- Non-linear functional analysis with applications to differential equations.
- Approximation theory, Fourier analysis, wavelets, and differential equations, with emphasis on applications in inverse problems and tomography.
- Analysis and differential equations on groups and fractals.
- Infinite-Dimensional Analysis

## Members

4

Analysis|Graduate Faculty|Regular Faculty|Research

Analysis|Geometry and Topology|Graduate Faculty|Mathematical Finance|Partial Differential Equations|Probability Theory|Regular Faculty|Research

Analysis|Graduate Faculty|Probability Theory|Regular Faculty|Research

Administrative Staff|Analysis|Graduate Faculty|Graduate Program|Regular Faculty|Research

Analysis|Applied Mathematics|Numerical Analysis|Other Regular Faculty|Regular Faculty

Analysis|Geometry and Topology|Graduate Faculty|Mathematical Finance|Probability Theory|Regular Faculty|Research

Analysis|Graduate Faculty|Regular Faculty|Research

Analysis|Graduate Faculty|Probability Theory|Regular Faculty|Research

Analysis|Applied Mathematics|Geometry and Topology|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research

Analysis|Other Regular Faculty|Regular Faculty|Research

Analysis|Graduate Faculty|Regular Faculty|Research

Analysis|Graduate Faculty|Mathematical Finance|Probability Theory|Regular Faculty|Research