利用一类新的广义一致局部Q连通凸函数,讨论了一类多目标半无限分式规划的最优性与广义Mond-Weir对偶性,给出了相应的最优性条件以及对偶性定理.
In this paper, by using a new generalized uniform locally Q connected functions, the optimality conditions and generalized Mond-Weir duality for a class of multiobjectivc semi-infinite fractional programming are discussed and the corresponding optimality, and duality theorems are established.