This paper deals with the s-reflexive spaces introduced by Yang and Zhao. The authors prove that every s-reflexive Hausdorff space is zero-dimensional, and indicate a close relationship between the theory of s-reflexi...This paper deals with the s-reflexive spaces introduced by Yang and Zhao. The authors prove that every s-reflexive Hausdorff space is zero-dimensional, and indicate a close relationship between the theory of s-reflexive spaces and that of continuous selections.Several examples relating to s-reflexivity are given.展开更多
基金supported by the National Natural Science Foundation of China(Nos.11201414,11226085,11301367)the Natural Science Foundation of Jiangsu Province(No.BK20140583)+1 种基金Jiangsu Planned Projects for Teachers Overseas Research Funds,Jiangsu Qing Lan Project,Jiangsu 333 Project(No.BRA2013140)Taizhou University Research Funds(No.TZXY2013JBJJ003)
文摘This paper deals with the s-reflexive spaces introduced by Yang and Zhao. The authors prove that every s-reflexive Hausdorff space is zero-dimensional, and indicate a close relationship between the theory of s-reflexive spaces and that of continuous selections.Several examples relating to s-reflexivity are given.
