On Converse Duality for Nonsmooth Optimization Problem
Gue Myung Lee, Do Sang Kim · Journal of Information and Optimization Sciences · 1993
Recently, Reiland [6] defined the nonsmooth invexity of Lipschitz functions and obtained the generalized Kuhn-Tucker sufficient optimality criteria, the weak duality and the strong duality for a nonlienar optimization problem (P) involving nonsmooth invex Lipschitz functions. The purpose of this brief paper, following Jeyakumar’s [4] approach, is to establish the converse duality for (P).