摘要
遵循在均值有界变差概念中取消正性的思想,本文对可积性作出了本质的拓广,并利用实意义下的对数有界变差条件推广了Boas和Heywood的经典定理.
Following the idea to drop positivity in mean value bounded variation concept, this paper gives an essential extension to integrabilty, which generalizes a classical theorem of Boas and Heywood by using logarithm bounded variation condition in real sense.
出处
《数学进展》
CSCD
北大核心
2017年第3期415-423,共9页
Advances in Mathematics(China)
基金
This research is supported by NSFC(No.11601110)
关键词
可积性
对数有界变差
正性
单调性
integrability
logarithm bounded variation
positivity
monotonicity