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

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期刊全称Analytic Inequalities
期刊简称Recent Advances
影响因子2023B.G. Pachpatte
视频video
发行地址The present monograph contains a variety of inequalities recently discovered which have numerous applications in various branches of mathematics and can not be found in other books.It will complement
学科分类Atlantis Studies in Mathematics
图书封面Titlebook: Analytic Inequalities; Recent Advances B.G. Pachpatte Book 2012 Atlantis Press 2012 Gruss and Cebysev- type inequalities.Inequalities.Inequ
影响因子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 the well known Cebysev, Gruss, Trapezoid, Ostrowski, Hadamard and Jensen type inequalities. The present monograph is an attempt to organize recent progress related to the above inequalities, which we hope will widen the scope of their applications. The field to be covered is extremely wide and it is impossible to treat all of these here. The material included in the monograph is recent and hard to find in other books. It is accessible to any reader with a reasonable background in real analysis and an acquaintance with its related areas. All results are presented in an elementary way and the book could also serve as a textbook for an advanced graduate course. The book deserves a warm welcome to those who wish to learn the subject and it will also be most valuable as a source of reference in the field. It will be invaluable reading for mathematicians and engineers and also for graduate students, scientists and scholars wishing to keep abreast of t
Pindex Book 2012
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Analytic Inequalities978-94-91216-44-2Series ISSN 1875-7634 Series E-ISSN 2215-1885
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Atlantis Studies in Mathematicshttp://image.papertrans.cn/a/image/156522.jpg
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https://doi.org/10.1007/978-3-030-92608-3lity 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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https://doi.org/10.1007/978-3-031-05859-2ˇ ebysˇev, Gru¨ss and Trapezoid.In view of the usefulness of these inequalities and their applications, many authors have investigateda large number of new multidimensional, Gru¨ss, Cˇ ebysˇev and Trapezoid typeinequalities. Some of these results provide simple and elegant extensions of the inequali
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