Continuous Selections and Fixed Points for Ф-maps with Their Applications to Section Problems

Continuous Selections and Fixed Points for Ф-maps with Their Applications to Section Problems

The concept of finitely continuous topological space is introduced and the basic properties of the space are given. Several continuous selection theorems and fixed point theorems for Ф-maps are established, and as applications of the above fixed point theorems, some section problems are discussed. T...

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Veröffentlicht in:数学研究通讯：英文版 2012, Vol.28 (3), p.225-234
1. Verfasser: PIAO YONG-JIE JIN HAI-LAN PIAO GUANG-RI
Format: Artikel
Sprache:eng
Schlagworte:
不动点定理
应用程序
拓扑空间
映射
连续选择定理
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description The concept of finitely continuous topological space is introduced and the basic properties of the space are given. Several continuous selection theorems and fixed point theorems for Ф-maps are established, and as applications of the above fixed point theorems, some section problems are discussed. The results generalize and improve many corresponding conclusions.
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ispartof 数学研究通讯：英文版, 2012, Vol.28 (3), p.225-234
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subjects 不动点定理
应用程序
拓扑空间
映射
连续选择定理
title Continuous Selections and Fixed Points for Ф-maps with Their Applications to Section Problems
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