Hanson's duality theorem in nonsmooth programming
Ştefan Mititelu · Optimization · 1994
A nonlinear program with inequality and equality constraints, generated by lipschitzian functions in a real Banach space is considered. The sufficiency of the Kuhn-Tucker optimality conditions at a point is established, using the function subdifferentials which generate the program. Also. in nonsmooth frame, Hanson's converse duality theorem from the convex programming is generalized