一类对称可微(h,)一半无限规划解的充分条件

Sufficient Conditions of Solutions for A Class of Symmetrically Differentiable (h,■)-Semi-Infinite Programming

利用Minch对称梯度，提出了几个非可微（对称可微）广义（h,）—凸函数的概念，并在，是严格递增连续函数和（0）＝0这相当弱的假设条件下，给出了广义（h，）—凸半无限规划的一些最优性充分条件。

In this paper,the concepts of nondifferentiable (symmetrically differentiable )generalized (h, )-convex are presented by using symmetric gradient.Under weak assumptions that (α) is strictly increasing continuous function and (0) = 0,some optimality sufficient conditions are given for generallied (h, ) -convex semi-infinite programming problems.