在实线性空间中引进ic-锥-类凸性和超有效性概念,只利用线性结构而不涉及拓扑结构分别给出实线性空间中超有效解在通常凸性和ic-锥-类凸性条件下的标量化定理。
Ic-cone-convexlike and the concept of super efficiency were introduced in real linear spaces. Under the convexity and ic-cone-convexlike,some scalarization theorems of super efficient solution were proposed only by using the linear structure and not involving topology structure in real linear spaces.