UV-Decomposition Theory for a class of D.C. constrained Optimization Problem
Wen Wang · Dalian Minzu Xueyuan xuebao · 2009
The UV-Decomposition theory has been an effective method to solve the second-order approximation of non-smooth convex function and optimization problem of nonsmooth convex function recently.In this paper,the UV-Decomposition theory is used to study a class of nonconvex D.C.constrained optimization problem.By the proximal subdifferential,we get some results of UV-decomposition the corresponding,U-lagrange function,optimal solution set W(u) and the second-order approximation.