Laplace-Beltrami Equation on Hypersurfaces and Gamma-Convergence 

A seminar to be conducted by Dr. Roland Duduchava, Professor, University of Georgia, Tbilisi, Georgia

Abstract: In this talk, we apply the variational  formulation and the calculus of Gunter's tangential differential operators on a hypersurface and layers, which allow global representation of basic differential operators and of corresponding boundary value

Problems in terms of the standard Euclidean coordinates of the ambient space R^n to prove some results on Dirichlet BVP for the Laplace-Beltrami equation.

Speaker: Dr. Roland Duduchava, Professor, University of Georgia, Tbilisi, Georgia.  Research area: PDEs, Applicable Analysis, Calculus of Variations.

For more information, please contact abadawi@aus.edu or cenache@aus.edu