Integral Transforms and Applications

Nita H. Shah; Monika K. Naik

Published by De Gruyter 2022

Integral Transforms and Applications

Nita H. Shah and Monika K. Naik

Volume 13 in the series De Gruyter Series on the Applications of Mathematics in Engineering and Information Sciences

https://doi.org/10.1515/9783110792850

Overview
Contents

About this book

This work presents the guiding principles of Integral Transforms needed for many applications when solving engineering and science problems. As a modern approach to Laplace Transform, Fourier series and Z-Transforms it is a valuable reference for professionals and students alike.

Author / Editor information

Prof. Dr. Nita H. Shah, Department of Mathematics, School of Sciences, Gujarat University, Ahmedabad, Gujarat-380009, India.

Topics

Frontmatter Publicly Available Download PDF	I
Contents Publicly Available Download PDF	V
Preface of the Book Publicly Available Download PDF	IX
About the Authors Publicly Available Download PDF	XI
Introduction to integral transforms Requires Authentication Unlicensed Licensed Download PDF	1
1 Laplace transforms Requires Authentication Unlicensed Licensed Download PDF	5
2 Applications of Laplace transforms Requires Authentication Unlicensed Licensed Download PDF	71
3 Fourier series Requires Authentication Unlicensed Licensed Download PDF	113
4 Fourier integral and Fourier transforms Requires Authentication Unlicensed Licensed Download PDF	189
5 Applications of Fourier transforms Requires Authentication Unlicensed Licensed Download PDF	223
6 Z-transforms Requires Authentication Unlicensed Licensed Download PDF	239
References Requires Authentication Unlicensed Licensed Download PDF	265
Index Requires Authentication Unlicensed Licensed Download PDF	267

(Deutsch)

Language: English
Publisher: De Gruyter
Audience: Scholars, Researchers, Students, Professionals.
Pages
- Front matter: 12
- Main content: 270
Illustrations
- Illustrations: 18
- Coloured Illustrations: 11
- Tables: 7
Keywords: Integral Transform; Laplace-Transform; Fourier Transform; Z-Transform; Applications of Integral Transform

eBook

Published: October 3, 2022
ISBN: 9783110792850

Hardcover

Published: October 3, 2022
ISBN: 9783110792829