摘要
采用积分的区间可加性和保序性对一个积分不等式进行了证明,该证明虽然比经典证明复杂,但是从其证明过程中可探索出更加一般的积分不等式.
An inequality concerning integrals is proved by using the interval additivity and the order of integral. Although the proof is a bit complicated than the classical one,more general integral inequalities can be obtained by our approach.
作者
李颖
倪谷炎
LI Ying;NI Guyan(Department of Mathematics,College of Liberal Arts and Science,National University of Defense Technology,Changsha,Hunan,410072,PRC)
出处
《高等数学研究》
2019年第6期44-46,共3页
Studies in College Mathematics
关键词
积分不等式
连续函数
单调
可积
integral inequality
continuous function
monotone
integrability
