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Numerical Solution of Nonlinear Elliptic Problems Via Preconditioning Operators: Theory and Applications (Advances in Computation : Theory and Practice, Volume 11) PDF

386 Pages·2002·2.611 MB·English
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by I. Farago, J. Karatson| 2002| 386 pages| 2.611| English

About Numerical Solution of Nonlinear Elliptic Problems Via Preconditioning Operators: Theory and Applications (Advances in Computation : Theory and Practice, Volume 11)

Contents: MOTIVATION -- Non-linear elliptic equations in model problems; Linear algebraic systems; Linear elliptic problems; Non-linear algebraic systems and preconditioning. THEORETICAL BACKGROUND -- Non-linear equations in Hilbert space; Solvability of non-linear elliptic problems. ITERATIVE SOLUTION OF NON-LINEAR ELLIPTIC BOUNDARY VALUE PROBLEMS -- Iterative methods in Sobolev space; Preconditioning strategies for discretise non-linear elliptic problems based on preconditioning operators; Algorithmic realisation of iterative methods based on pre-conditioning operators; Some numerical algorithms for non-linear elliptic problems in physics; Appendix; Index.

Detailed Information

Author:I. Farago, J. Karatson
Publication Year:2002
ISBN:9781590333761
Pages:386
Language:English
File Size:2.611
Format:PDF
Price:FREE
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