Fixed Point Theorems for Condensing Maps in S-KKM Class
Young-Ye Huang, Jyh-Chung Jeng, Tainan Hsien · 2008
This paper presents some new fixed point results for condensing mul-timaps in s-KKM class in the setting of locally G-convex uniform spaces. We mainly show that every l.s.c., closed and generalized condensing self-multimap with s-KKM property on a complete locallyG-convex uniform space has a fixed point. Some applications to quasi-equilibrium problem of these fixed point results are also given.