用面积证明原函数存在定理和调和级数的发散性  

Proving to the Existence Theorem of Primitive Functions and Divergence of Harmonic Series with Area Principle

作　　者：黄明新[1] 

机构地区：[1]渝州大学基础部

出　　处：《渝州大学学报》1996年第2期25-26,共2页

摘　　要：用面积原理证明了原函数存在定理；给出了调和级数发散性的面积方法证明。Application of the area principle may enable some problems to be visual and eaSy. A proof of existence of primitive functions of a continuous function with area principle is introduced,and the divergence of the harmonic series in area method is also proved.

关 键 词：面积 连续函数 原函数 调和级数 存在定理 

分 类 号：O172[理学—数学]