Banach空间上一个不变同伦类的拓扑性质研究

Topological Proverty of an Intariant Homotopy Class on Banch Space

文[1]证明了定义在有界闭集上的函数K<1集压缩映象是紧压缩映象,本文主要对定义在有界开集的闭包上的函数K<1集压缩映象场的拓扑度数的性质进行讨论。

Starting from proofing compressing mapping image of function(K<1) definiting on Bounded closed set is compressing closely Mapping Image,the thesis mainly discusses Topological Number proverty of compressing closely Mapping Image Field about Function(K<1) definiting on closure of bounded openset.