摘要
本文主要通过光滑曲线面积为零的特性证明一类间断点只分布在有限条光滑曲线上并且在有界闭区域上有界的二元函数的可积性。
In this paper, it is proved, that a class of discontinuity points are distributed over limited smooth curves and that bounded bivar function in bounded dosed region has the nature of integrability, by the use of the property that a smooth curve's area is zero.
出处
《景德镇高专学报》
2007年第4期28-28,30,共2页
Jingdezhen Comprehensive College Journal
关键词
光滑曲线
面积
可积
一致连续
smooth curves
area
integrability
identical continuum