Distribution, Integral Transforms and Applications
The theory of distributions is most often presented as L. Schwartz originally presented it: as a theory of the duality of topological vector spaces. Although this is a sound approach, it can be difficult, demanding deep prior knowledge of functional analysis. The more elementary treatments that are available often consider distributions as limits o
1128400472
Distribution, Integral Transforms and Applications
The theory of distributions is most often presented as L. Schwartz originally presented it: as a theory of the duality of topological vector spaces. Although this is a sound approach, it can be difficult, demanding deep prior knowledge of functional analysis. The more elementary treatments that are available often consider distributions as limits o
84.99 In Stock
Distribution, Integral Transforms and Applications

Distribution, Integral Transforms and Applications

Distribution, Integral Transforms and Applications

Distribution, Integral Transforms and Applications

eBook

$84.99 

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Overview

The theory of distributions is most often presented as L. Schwartz originally presented it: as a theory of the duality of topological vector spaces. Although this is a sound approach, it can be difficult, demanding deep prior knowledge of functional analysis. The more elementary treatments that are available often consider distributions as limits o

Product Details

ISBN-13: 9781040213827
Publisher: CRC Press
Publication date: 01/16/2003
Series: Analytical Methods and Special Functions
Sold by: Barnes & Noble
Format: eBook
Pages: 158
File size: 516 KB

About the Author

W. Kierat, Urszula Sztaba

Table of Contents

Definitions and Preliminaries. Local Properties of Distribution. Tensor Products and Convolution Products. Differential Equations. Particular Types of Distribution and Cauchy Transforms. Tempered Distributions and Fourier Transforms. Orthogonal Expansions of Distribution. Appendix: Sequential Completeness of some Spaces. OTI #1: 2876
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