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Adaptive Computations: Theory and Algorithms Author(s): Tao Tang Jinchao Xu Publisher: Science Press Published Date: 2007 ISBN: 978-7-03-018421-4 Pages: 415 Language: English Type: Book Cover: Hard Cover Our Price: $82.50   Avail: In-Stock Description Adaptive grid methods are among the most important classes of numerical methods for partial different equations that arise from scientific and engineering computing. The study of this type of methods has been very active in recent years for algorithm design, theoretical analysis and applications to practical computations. This volume contains a number of self-contained articles for adaptive finite element and finite difference methods, which is aimed to provide some introduction materials for graduate students and junior researchers and a collection of reference for researchers and practitioners. The articles in this volume, which are ordered alphabetically by authors, touch upon various aspects of adaptive methods for algorithmic design, theoretical analysis and practical applications. Main Contents Chapter 1 Convergence of Adaptive Finite Element Methods Chapter 2 A Posteriori Error Estimator by Post-processing Chapter 3 Anisotropic Mesh Adaptation and Movement Chapter 4 Convergence Theory of Moving Grid Methods Chapter 5 Computation of Crystalline Microstructures with The Mesh Transformation Method Chapter 6 On The Use of Moving Mesh Methods to Solve PDEs Chapter 7 Theory and Application of Adaptive Moving Grid Methods Chapter 8 Recovery Techniques in Finite Element Methods

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