偏序线性空间中向量极值问题解的鞍点条件

THE SADDLE POINT CONDITIONS OF VECTOR EXTREMAL PROBLEMS IN PARTIALLY ORDERED LINEAR SPACES

本文在抛弃拓扑结构的情况下,讨论了一类广义凸向量极值问题的有效解和弱有效解的鞍点充分和必要条件,是文献[1]中结果的推广。

This paper discussed the saddle point sufficient conditions and necessary conditions of efficient solutions and weak efficient solutions for a kind of generalized convex vector extremel problems over a partially ordered linear spaces without any topological structure. The conditions generaliged the results in literature [1]。