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Asymptotic Methods for Ordinary Differential Equations

Language EnglishEnglish
Book Paperback
Book Asymptotic Methods for Ordinary Differential Equations R.P. Kuzmina
Libristo code: 01974125
Publishers Springer Netherlands, November 2009
This book considers the Cauchy problem for a system of ordinary differential equations with a small... Full description
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This book considers the Cauchy problem for a system of ordinary differential equations with a small parameter, filling in areas that have not been extensively covered in the existing literature. The well-known types of equations, such as the regularly perturbed Cauchy problem and the Tikhonov problem, are dealt with, but new ones are also treated, such as the quasiregular Cauchy problem, and the Cauchy problem with double singularity. For each type of problem, series are constructed which generalise the well-known series of Poincaré and Vasilyeva-Imanaliyev. It is shown that these series are asymptotic expansions of the solution, or converge to the solution on a segment, semiaxis or asymptotically large time intervals. Theorems are proved providing numerical estimates for the remainder term of the asymptotics, the time interval of the solution existence, and the small parameter values. Audience: This volume will be of interest to researchers and graduate students specialising in ordinary differential equations.

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About the book

Full name Asymptotic Methods for Ordinary Differential Equations
Author R.P. Kuzmina
Language English
Binding Book - Paperback
Date of issue 2010
Number of pages 364
EAN 9789048155002
ISBN 9048155002
Libristo code 01974125
Weight 527
Dimensions 160 x 240 x 19
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