Shari Moskow

Department of Mathematics

296 Korman 

Drexel University

Home page:
Office: 296 Korman
Phone: (215) 895-2682

Professional Information 

Position: Professor and Department Head of the Department of Mathematics at Drexel University.

Research Interests

partial differential equations and numerical analysis, including homogenization theory, numerical methods for problems with rough coefficients, and inverse problems.


(with M. Vogelius) First order corrections to the eigenvalues of a periodic composite medium. The case of Neumann boundary conditions. previously accepted by Indiana Journal. 

(with F. Cakoni and T. Pangburn) Limiting boundary correctors for periodic microstructures and inverse homogenization series. submitted  

(with L. Borcea, V. Druskin, A. Mamonov and M. Zaslavsky) Reduced order models for spectral domain inversion: embedding into the continuous problem and generation of internal data. in revision for Inverse Problems  

(with J. C. Schotland) Inverse Born Series. to appear, Radon 100. 

(with A. Abhishek and M. Bonnet) A modified inverse Born series for the Calderon problem.