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 tha...

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Bibliographic Details
Main Authors:	Kierat, W. (Author), Sztaba, Urszula (Author)
Corporate Author:	Taylor & Francis
Format:	eBook
Language:	English
Published:	Boca Raton, FL : CRC Press, 2014.
Edition:	First edition.
Series:	Analytical Methods and Special Functions
Subjects:	Mathematical Analysis Differential Equations Mathematical analysis. Differential equations. Electronic books.
Online Access:	Connect to the full text of this electronic book

Table of Contents:

chapter 1 DEFINITIONS AND PRELIMINARIES
THEOREM PROOF.
chapter 1 DEFINITIONS AND PRELIMINARIES (1.13.1).
chapter A •
chapter PROOF.
chapter OF THEOREM
PROOF
chapter PROOF.
TO this end we have to show that
chapter THEOREM
chapter DEFINITION
chapter EXAMPLE
chapter 6 7. FOURIER TRANSFORMS OF THE HERMITE FUNCTIONS 107 EXAMPLE
chapter EXAMPLE
chapter THEOREM
chapter 6 TEMPERED DISTRIBUTIONS AND FOURIER TRANSFORMS
exp(-i|a| )^a^(a)
chapter 128 7. ORTHOGONAL EXPANSIONS OF DISTRIBUTIONS
chapter 7. ORTHOGONAL EXPANSIONS OP DISTRIBUTIONS
chapter COROLLARY.