G. Auchmuty and M. Cho, " Mixed Steklov approximations of
harmonic functions on circular regions", in progress.
"Steklov approximations of solutions to a problems in
electrostatics", in progress.
G. Auchmuty and M. Cho, "Error estimates of Steklov
representations of Green's functions for Laplace operator",
G. Auchmuty and M. Cho, "Steklov approximations of harmonic
boundary value problems on planar regions", Journal of
Computational and Applied Mathematics, 321 (2017), 302-313.
G. Auchmuty and M. Cho, "Boundary integrals and approximations of harmonic functions", Numerical Functional Analysis and Optimization, 36 (2015), 687-703.
Steklov eigenproblems and approximations of harmonic functions, PhD Thesis (2014), University of Houston.
M. Cho and A. A. Khan, Uncertainty Quantification in parameter identification, in progress.
M. Cho and A. A. Khan, Mitigating the Role of the Inf-sup Condition in Inverse Problems for Saddle Point Problems, to be submitted.
M. Cho, A. A. Khan, T. Malvsheva, M. Sama, L. White, Stability Analysis of the Inverse Problem of Parameter Identification in Mixed Variational Problems, Hand book of Nonlinear Analysis, 1-35, 2018.
M. Cho, B. Jadamba, A. A. Khan, A. A. Oberai, and M. Sama, Identification in Mixed Variational Problems by Adjoint Methods with Applications, MOPTA, Springer, 2017.
M. Cho, B. Jadamba, R. Kahler, A. A. Khan, and M. Sama, First-order and second-order adjoint methods for the inverse problem of identifying nonlinear parameters in PDEs, Industrial Mathematics and Complex systems, Springer, 2017.