Time: 9h00, Tuesday, January 16, 2018
Location: Room semina, Floor 5th, Building A6, Institute of Mathematics, Hanoi
Abstract:In this report, we study the Browder-Tikhonov regularization method for finding a common solution for a system of nonlinear ill-posed equations with potential, hemi-continuous and monotone mappings in Banach spaces. We give a principle, name quasi-residual, to choose a value of the regularization parameter and an estimate of convergence rates for the regularized solutions. And then, we apply the obtained results to solve the convex optimization problem with constrains.