一类对称可微广义凸半无限规划的对偶定理

Dual theorems for a class symmetrically differentiable generalized convex semi-infinite programming

在作者已提出的几类广义 (h,φ) -凸函数和 φ(α)为严格递增连续函数 ,φ(0 ) =0的相当弱的假设条件下 ,给出了 (h,φ) s-凸和 (h,φ) s-不变凸半无限规划的几个对偶定理 .

In this paper, Under the weak assumptions that φ(α) is strictly increasign continuous funetion and φ(o)=0 , some duality theorems anr given for (h,φ) s cmnvex and (h,φ) s invex Semi infinite programming using several classes of generalized (h,φ) convex fuctions given by author.