摘要
引入共轭集值映射的概念,讨论了它的性质.证明了共轭集值映射是由线性算子的凸集生成的,把Hahn-Banach定理推广到双次线性泛函的情形.作为应用讨论了Ioffe的广义微分概念。
Dual set-valued mappings as pair of Ioffe's fans is studied.Itis proved that these are generated by convex set of linear operators. Hahn-Banach theorem is generalized to concerning bisublinear functions.As anexample on application,Ioffe's generalized differential of set-valuedmappings is discussed.
出处
《湘潭大学自然科学学报》
CAS
CSCD
1992年第2期52-57,共6页
Natural Science Journal of Xiangtan University
关键词
H-B定理
算子
双线性泛函
operator
bilinear-functional
subderivative
