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Springer Singularly Perturbed Boundary Value Problems Book

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Description

This academic text from Springer provides a detailed analysis of basic boundary value problems for the Laplace equation within singularly perturbed domains. It introduces the Functional Analytic Approach to describe how solutions depend on a singular perturbation parameter using analytic functions. The content focuses specifically on domains containing small holes, where the perturbation parameter represents the size of these holes. As the first introduction to this specific topic, the book covers essential theoretical material and applies these concepts to a variety of problems, ranging from simple illustrative examples to more complex mathematical applications.

Key Features

Focuses on the analysis of basic boundary value problems for the Laplace equation.

Introduces the Functional Analytic Approach to describe solution dependence on perturbation parameters.

Provides the first introduction to the topic of singularly perturbed domains with small holes.

Covers theoretical material and practical applications for a wide range of mathematical problems.

Uses analytic functions to describe the relationship between solutions and the perturbation parameter.

Product Specifications

Colour
Sd-bo01
Size
2' X 9'
Format
paperback
Domain
Amazon UK
Release Date
06 October 2022
Listed Since
15 August 2020

Barcode

No barcode data available

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