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Unified Transform for Boundary Value Problems

Applications and Advances

Specificaties
Paperback, 320 blz. | Engels
Society for Industrial and Applied Mathematics | e druk, 2015
ISBN13: 9781611973815
Rubricering
Society for Industrial and Applied Mathematics e druk, 2015 9781611973815
€ 99,34
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Samenvatting

This book describes state-of-the-art advances and applications of the unified transform and its relation to the boundary element method. The authors present the solution of boundary value problems from several different perspectives and discuss recent applications of the unified transform to the analysis and numerical modelling of boundary value problems for linear and integrable nonlinear PDEs and the closely related boundary element method. The text covers a variety of aspects of the topic, including new theoretical results on linear and nonlinear evolutionary and elliptic problems, variational formulations for elliptic problems, and recent numerical applications based on the boundary element method and on the unified transform. The book is intended for applied and numerical research mathematicians and scientists working on the solution of boundary value problems in physics and engineering.

Specificaties

ISBN13:9781611973815
Taal:Engels
Bindwijze:Paperback
Aantal pagina's:320
Uitgever:Society for Industrial and Applied Mathematics

Inhoudsopgave

Preface; 1. Introduction A. S. Fokas and B. Pelloni; Part I. Theoretical Results: 2. Evolution problems: linear D. Mantzavinos and D. A. Smith; 3. Evolution problems: nonlinear G. Biondini, A. S. Fokas and D. Shepelsky; 4. Elliptic problems: linear A. C. L. Ashton; 5. Elliptic problems: nonlinear B. Pelloni; Part II. Between Theory and Applications: 6. Overview of variational formulations for linear elliptic PDEs E. A. Spence; Part III. Applications: 7. Numerical methods for elliptic problems A. S. Fokas, A. Iserles, S. A. Smitheman, J. Lenells, S. N. Chandler-Wilde, S. Langdon, X. Claeys, R. Hiptmair, C. Jerez-Hanckes and S. Pintarelli; 8. Numerical methods for evolution problems T. Trogdon; Index.
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        Unified Transform for Boundary Value Problems