Stability of Nonhomogeneous Split Equality and Split Feasibility
Problems with Possibly Nonconvex Constraint Sets
Stability of Nonhomogeneous Split Equality and Split Feasibility
Problems with Possibly Nonconvex Constraint Sets
By applying some techniques of set-valued and variational analysis, we study solution stability of nonhomogeneous split equality problems and nonhomogeneous split feasibility problems, where the constraint sets need not be convex. Necessary and sufficient conditions for the Lipschitz-likeness of the solution maps of the problems are given and illustrated by …