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botelho f numerical method lines duality principles 2024

Type:: E-books
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Textbook in PDF format The book includes theoretical and applied results of a generalization of the numerical method of lines. A Ginzburg-Landau type equation comprises the initial application, with detailed explanations about the establishment of the general line expressions. Approximate numerical procedures have been developed for a variety of equation types, including the related algorithms and software. The applications include the Ginzburg-Landau system in superconductivity, applications to the Navier-Stokes system in fluid mechanics and, among others, models in flight mechanics. In its second and final parts, the book develops duality principles and numerical results for other similar and related models.The book is meant for applied mathematicians, physicists and engineers interested in numerical methods and concerning duality theory. It is expected the text will serve as a valuable auxiliary project tool for some important engineering and physics fields of research. The Generalized Method of Lines Calculus of Variations, Convex Analysis and Restricted Optimization Duality Principles and Related Numerical Examples Through the Generalized Method of Lines

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Botelho F. The Numerical Method of Lines and Duality Principles...2024.pdf 14.5 MB

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botelho f numerical method lines duality principles 2024

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