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Functional Analysis and Applied Optimization in Banach Spaces

Applications to Non-Convex Variational Models

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  • 596 pages
  • 21 hours of reading

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Focusing on real and functional analysis, the book covers essential topics such as calculus of variations, convex analysis, and optimization, crucial for applications in physics and engineering. It delves into both introductory and advanced concepts of measure, integration, and Sobolev spaces. The text addresses nonlinear problems with non-convex variational formulations, highlighting cases where primal global minima may not be achieved, and emphasizes the dual approach for facilitating numerical computations. It appeals to applied mathematicians as well as engineers and physicists.

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Functional Analysis and Applied Optimization in Banach Spaces, Fabio Botelho

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Released
2016
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Title
Functional Analysis and Applied Optimization in Banach Spaces
Subtitle
Applications to Non-Convex Variational Models
Language
English
Publisher
Springer
Released
2016
Format
Paperback
Pages
596
ISBN13
9783319382067
Series
Description
Focusing on real and functional analysis, the book covers essential topics such as calculus of variations, convex analysis, and optimization, crucial for applications in physics and engineering. It delves into both introductory and advanced concepts of measure, integration, and Sobolev spaces. The text addresses nonlinear problems with non-convex variational formulations, highlighting cases where primal global minima may not be achieved, and emphasizes the dual approach for facilitating numerical computations. It appeals to applied mathematicians as well as engineers and physicists.