The Fourier transform is a ubiquitous tool used in most areas of engineering and physical sciences. The purpose of this book is two-fold: (1) to introduce the reader to the properties of Fourier transforms and their uses, and (2) to introduce the reader to the program Mathematica¬ and demonstrate its use in Fourier analysis. Unlike many other introductory treatments of the Fourier transform, this treatment will focus from the start on both one-dimensional and two-dimensional transforms, the latter of which play an important role in optics and digital image processing, as well as in many other applications. It is hoped that by the time readers have completed this book, they will have a basic understanding of Fourier analysis and Mathematica.
| ISBN: | 9781510638556 |
| Publication date: | 30th January 2021 |
| Author: | Joseph W Goodman |
| Publisher: | SPIE an imprint of SPIE Press |
| Format: | Paperback |
| Pagination: | 105 pages |
| Series: | Press Monographs |
| Genres: |
Applied optics Maths for engineers |
The Fourier transform is a ubiquitous tool used in most areas of engineering and physical sciences. The purpose of this book is two-fold: (1) to introduce the reader to the properties of Fourier transforms and their uses, and (2) to introduce the reader to the program Mathematica¬ and demonstrate its use in Fourier analysis. Unlike many other introductory treatments of the Fourier transform, this treatment will focus from the start on both one-dimensional and two-dimensional transforms, the latter of which play an important role in optics and digital image processing, as well as in many other applications. It is hoped that by the time readers have completed this book, they will have a basic understanding of Fourier analysis and Mathematica.
Fourier Transforms Using Mathematica® features in the following genres: Applied optics, Maths for engineers
Fourier Transforms Using Mathematica® is available in Paperback
Fourier Transforms Using Mathematica® was written by Joseph W Goodman and published by SPIE an imprint of SPIE Press
Fourier Transforms Using Mathematica® has 105 pages
Yes it is part of Press Monographs series