Bestsellers: Mathematical Analysis, Differential & Integral Equations July 2018 by World Scientific Publishing Co Pte Ltd

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Catalog Bestsellers: Mathematical Analysis, Differential & Integral Equations July 2018

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Education > Books

Featured catalog pages of Bestsellers: Mathematical Analysis, Differential & Integral Equations July 2018

mathematical analysis differential integral equations bestsellers view this online at http bit.ly/ws-analysis18-2 lectures problems and solutions for ordinary differential equations 2nd edition by yuefan deng stony brook university usa “a winning feature of the text is obviously a nice selection of problems many of which feature applications in natural sciences and engineering the book can be warmly recommended as a good source of problems both for the lecturer and for the students’ independent study.” zentralblatt math this unique book addresses practical issues of composing and solving ordinary differential equations by demonstrating the detailed solutions of more than 1,000 examples it is a good source for students to learn problemsolving skills and for educators to find problems for homework assignments and tests the 2nd edition with at least 100 more examples and five added subsections has been restructured to flow more pedagogically readership undergraduate

bestsellers mathematical analysis differential integral equations applied analysis functions of several real variables by john k hunter bruno nachtergaele university of california davis by martin moskowitz city university of new york usa fotios paliogiannis st francis college usa “the presentation is clear and proofs for most of the results used are given the book is accessible to students from a wide variety of backgrounds and has as prerequisites only basic calculus linear algebra and ordinary differential equations.” mathematical reviews this book provides an introduction to those parts of analysis that are most useful in applications for graduate students the material is selected for use in applied problems and is presented clearly and simply but without sacrificing mathematical rigor 456pp 978-981-02-4191-9 978-981-270-543-3pbk mar 2001 us$125 us$70 £104 £58 second order parabolic differential equations by g m lieberman iowa state university this book is an

bestsellers mathematical analysis differential integral equations special functions a friendly approach to functional analysis by z x wang d r guo peking university by amol sasane london school of economics uk “on many occasions in the later years i had consulted the book for various things such as the hypergeometric series and the elliptic functions the book is systematic clear and to the point as one would expect from professor wang’s style and personality.” foreword by c n yang nobel laureate “this is a nice and modern introduction to the topic if the reader is a student who wants to be become proficient in the subject then solving the exercises or as many as possible is an excellent way to acquire the necessary skills the flexible possibilities provided — the text can be used as lecture notes for a course or as a tool for self study and even as a handbook to look up some definitions or theorems.” european mathematical society “this

bestsellers mathematical analysis differential integral equations a first course in integral equations 2nd edition partial differential equations for scientists and engineers by abdul-majid wazwaz saint xavier university usa by geoff stephenson imperial college university of london uk “the second edition of this book is a well-explained initial course in integral equations and it is provided with numerous examples and exercises this book can be useful for researchers undergraduate and graduate students in applied mathematics science and engineering.” zentralblatt math this volume introduces the important methods used in the solution of partial differential equations written primarily for second-year and final-year students taking physics and engineering courses it will also be of value to mathematicians studying mathematical methods as part of their course the text which assumes only that the reader has followed a good basic first-year ancillary mathematics course is