摘要
在非紧H-空间中应用拓扑方法证明了几个新的极大元存在定理;作为应用,用所得的结果研究了定性对策和抽象经济的平衡问题。
First,some new existence theorems for maximal elements in non compact H spaces are proved,and then,as applications,the equilibrium problems in a qualitative game and an abstract economy are studied,and some equilibrium existence theorems are obtained. $$$$Abstract:First,some new existence theorems for maximal elements in non compact H spaces are proved,and then,as applications,the equilibrium problems in a qualitative game and an abstract economy are studied,and some equilibrium existence theorems are obtained. :First,some new existence theorems for maximal elements in non compact H spaces are proved,and then,as applications,the equilibrium problems in a qualitative game and an abstract economy are studied,and some equilibrium existence theorems are obtained.
出处
《云南大学学报（自然科学版）》
CAS
CSCD
2000年第1期13-17,共5页
Journal of Yunnan University(Natural Sciences Edition)
基金
云南省地方公派出国留学基金
关键词
H-空间
W-对应
定性对策
极大元存在定理
H space
W correspondence
W majorized correspondence
qualitative game
abstract economy
