Fourier Series and Optical Transform Techniques in Contemporary Optics: An IntroductionISBN: 978-0-471-30357-2
Hardcover
344 pages
October 1995
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Partial table of contents:
Some of the How and Why of Fourier Analysis.
Fourier Series and Spectra in One-Dimension for Functions of FinitePeriod.
Fourier Series and Spectra for Functions of Infinite Period;
One Dimensional.
Fourier Spectra for Non-Periodic Functions;
One-Dimensional.
The Diffraction of Light and Fourier Transforms in TwoDimensions.
A Brief Summary of Linear Systems Theory Applied to OpticalImaging.
Fourier Optical Transformations by Computer.
Apodization and Super-Resolution, Phase from Shift, and MultipleApertures.
Complex Apertures.
Operations in the Fourier Transform Plane.
Other Interesting and Related Topics.
References.
A Selected Bibliography.
Index.
Some of the How and Why of Fourier Analysis.
Fourier Series and Spectra in One-Dimension for Functions of FinitePeriod.
Fourier Series and Spectra for Functions of Infinite Period;
One Dimensional.
Fourier Spectra for Non-Periodic Functions;
One-Dimensional.
The Diffraction of Light and Fourier Transforms in TwoDimensions.
A Brief Summary of Linear Systems Theory Applied to OpticalImaging.
Fourier Optical Transformations by Computer.
Apodization and Super-Resolution, Phase from Shift, and MultipleApertures.
Complex Apertures.
Operations in the Fourier Transform Plane.
Other Interesting and Related Topics.
References.
A Selected Bibliography.
Index.