Titlebook: Analytic Inequalities; Recent Advances B.G. Pachpatte Book 2012 Atlantis Press 2012 Gruss and Cebysev- type inequalities.Inequalities.Inequ

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Inequalities via Convex Functions,mental results related to theseinequalities, recently investigated in the literature by various investigators. For earlier results,as well as additional references, see [45,108]. Some applications are also given toillustrate the usefulness of certain inequalities.

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1875-7634 tics and can not be found in other books.It will complement For more than a century, the study of various types of inequalities has been the focus of great attention by many researchers, interested both in the theory and its applications. In particular, there exists a very rich literature related to

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,Gru¨ss-and Cˇ ebysˇev-type Inequalities,lity given in (3). Applicationsof these inequalities have been found in statistics, coding theory, numerical analysis andvarious other branches of mathematics. Over the years, a multitude of papers related to theclassical inequalities (1) and (3) have been published, see the books by Mitrinovi′c, Pe

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Ostrowski-type Inequalities,deal of research activity hasbeen concentrated on the investigation of the inequalities of the type (7) and their applications.The books [50,80] contain a considerable amount of results related to Ostrowski’sinequality. In the last two decades, the inequalities which claim their origin to the Ostrow

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Inequalities via Convex Functions,s enormous. In view of theusefulness of these inequalities in analysis and their applications, the study of the inequalitiesof the type (8) and (9) has been focus of great attention by many researchers, interestedboth in theory and applications. In the last two decades, a large number of papers rela

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