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Springer Mixed Finite Element Methods and Applications - Book 44

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Description

Mixed finite element methods are essential for various computational applications. In this volume of the Springer Series in Computational Mathematics, authors Boffi, Brezzi, and Fortin provide a comprehensive framework for understanding these non-standard methods. The text begins with a finite dimensional presentation before advancing to formulations in Hilbert spaces. Readers will explore approximations, including stabilized methods and eigenvalue problems. The book offers an introduction to standard finite element approximations and details the construction of elements for mixed formulations in H(div) and H(curl). This academic resource applies general theory to practical applications, making it a valuable addition to the field of computational mathematics and computer science.

Key Features

This Springer publication presents a general framework for mixed finite element methods within the Springer Series in Computational Mathematics.

Authors Boffi, Brezzi, and Fortin guide readers from finite dimensional presentations to complex formulations in Hilbert spaces.

The text covers essential topics including stabilized methods, eigenvalue problems, and standard finite element approximations.

Detailed instructions are provided for the construction of elements used in H(div) and H(curl) mixed formulations.

The content applies general theory to specific applications in the field of computational mathematics.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
14 July 2013
Listed Since
18 January 2013

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