论文标题
固定点的结果，用于封闭图的多估映射在广义Banach空间中
Fixed point results for multivalued mapping with closed graphs in generalized Banach spaces
论文作者
论文摘要
在本文中，通过建立广义Banach空间中多价映射的上半持续点的概念的新表征，我们证明了一些带有封闭图的多值映射的Perov类型固定点定理。此外，我们得出了一些Krasnoselskii的固定点结果，用于广义Banach空间中的多价映射。我们的结果应用于大型的非线性夹杂物系统。
In this paper, by establishing a new characterization of the notion of upper semi-continuity of multi-valued mappings in generalized Banach spaces, we prove some Perov type fixed point theorems for multi-valued mappings with closed graphs. Moreover, we derive some Krasnoselskii's fixe point results for multi-valued mappings in generalized Banach spaces. Our results are applied to a large class of nonlinear inclusions systems.
