摘要
本文主要研究单位闭区间到自身的连续函数组成的函数列上的三种不同的收敛:点态收敛,一致收敛,Hausdorff收敛之间的关系,并得到相应的结果。
The paper is based on sequence of continuous functions which is a mapping on unit closed interval to unit closed interval and it mainly researched the relationship among three different kinds of convergences: the pointwise convergence, the uniform convergence, the Hausdorff convergence.
出处
《中国西部科技》
2014年第10期118-119,共2页
Science and Technology of West China
关键词
闭区间
连续函数列
点态收敛
一致收敛
Hausdorff收敛
Closed Interval
Sequence of Continuous Functions
Pointwise Convergence
Uniform Convergence
Hausdorff Convergence