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Message: <blockquote data-quote="lpeera" data-source="post: 833640" data-attributes="member: 45713">Handbook of Integral Equations<img src="http://ec1.images-amazon.com/images/I/41NqvZQIFCL._BO2,204,203,200_PIsitb-dp-500-arrow,TopRight,45,-64_OU01_AA240_SH20_.jpg" alt="" class="fr-fic fr-dii fr-draggable " style="" />Editorial ReviewsReviewWhen compiling this handbook, the author had not just mathematicians in mind, but physicists, engineers, etc. as well. This group in particular will be able to use profitably the extensive first part of the book which collects the solutions of over 2100 integral equation arranged in an intelligible order…the handbook provides a wealth of useful material.-Buchbesprechungen - Book ReviewsThe number of equations described in this book is of a magnitude greater than in other available books.--European Mathematical SocietyBook DescriptionContaining more than 1,000 integral equations with solutions, Handbook of Integral Equations outlines the exact analytical methods for solving linear and nonlinear integral equations as well as evaluates approximate methods. Topics include new solutions to the Volterra, Fredholm, and other equations; equations with arbitrary functions; classical methods; and recent developments. Each section provides examples showing how methods can be applied to specific equations.Product Details    * Hardcover: 816 pages    * Publisher: CRC; 1 edition (March 31, 1998)    * Language: English    * ISBN-10: 0849328764    * ISBN-13: 978-0849328763<a href="http://rapidshare.com/files/55321070/Handbook.of.Integral.Equations.zip" target="_blank">Down</a></blockquote>

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