一般化凸空间上的共存定理与有限交性质

COEXISTENT THEOREMS AND FINITE INTERSECTION PROPERTY ON GENERALIZED CONVEX SPACES

在本文 ,我们根据已有的一般化凸空间上的不动点定理给出了两个共存定理 ,并利用此定理讨论了有限交性质 ,这些结论对文献 [1 ]和 [2 ]中的相应结论进行了改进和一般化 .

In this paper, we use the well-known fixed point theorem on generalized convex spaces to give two coexistent theorems, and then use ito to discuss the finite intersection property. These results improve and generalized the corresponding results in the references[1] and [2].