摘要
讨论闭区间上有无穷多个不连续点的有界函数的可积问题,所得结果是"闭区间上不连续的点仅有有限个的函数可积"的推广.
This paper discusses the integrability of bounded functions on the closed interval with infinitely many discontinuity points. Our result generalizes the result that functions on the closed interval with finitely many discontinuity points are integrable.
出处
《高等数学研究》
2011年第1期34-35,共2页
Studies in College Mathematics
关键词
函数
有界
可积
function, bounded, integrable
