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《Studies in College Mathematics》 2012-06
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Integral Inequalities Based on Mean Value Theorem

LI Kangdi(School of mathematics and Physics,Shanghai University of Electric Power,Shanghai 200090,PRC)  
In this paper,some integral inequalities are proved by means of differential mean value theorem.
【Fund】: 上海电力学院教学改革重点项目(20121513)
【CateGory Index】: O172
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【Citations】
Chinese Journal Full-text Database 1 Hits
1 LIU Ling,SU Nong(Department of Mathematics,Beijing Information Science and Technology University,Beijing,100192,PRC);On Proofs of an Integral Inequality[J];Studies in College Mathematics;2010-06
【Co-citations】
Chinese Journal Full-text Database 5 Hits
1 YANG Song-lin(School of Mathematical Sciences,Soochow University,Suzhou 215006,China);On proofs of an integral inequality[J];Journal of Science of Teachers' College and University;2012-04
2 LIU Hai-feng;WANG Zhao-cai;School of Information Technology,Shanghai Ocean University;;A inequality property of integral mean values of non-negative functions[J];Journal of Science of Teachers' College and University;2015-02
3 Sun Wenjing;;Analysis on the Methods of Proving Definite Integral Inequality[J];The Science Education Article Collects;2013-09
4 MA Xiao-dong;JIANG Jing-shan;Department of Public Foundation,Tieling Health College;Jinzhou Teachers' College for Advanced Studies;;Construction and proof of some curvilinear integral and surface integral inequalities[J];Journal of Bohai University(Natural Science Edition);2014-01
5 Xiao Yingxiong;Gao Feng;School of Mathematics and Statistics,Hubei Engineering University;;One Type of Integral Inequality and Its Generalization[J];Journal of Hubei Engineering University;2014-06
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