摘要
无处可微的连续函数的发现使数学领域发生了划时代的变化 ,引发了实变函数论等重要数学分支的产生 .对构造方法的掌握有利于相关知识的研究 .
The things that nowhere differentiable continuous functions were found.And the epoch-making change has taken place in mathematics.Some important branchs such as the theory functions of real variable etc,have occured. Knowing the method of construction contributes to scientific research and study.
出处
《郧阳师范高等专科学校学报》
2003年第6期10-11,共2页
Journal of Yunyang Teachers College
关键词
连续不可导函数
构造方法
维尔斯特拉斯函数
nowhere differentiable continuous functions
methods of construction
function of Weierstrass