Two-dimensional imaging
Author(s)
Bibliographic Information
Two-dimensional imaging
（Prentice Hall signal processing series）
Prentice Hall International, c1995
Prentice-Hall international editions
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Note
Includes bibliographical references and index
Description and Table of Contents
Description
Exploring the idea that a two-dimensional image is much the same as a mathematical function of two variables, this study considers a variety of phenomena that are susceptible to mathematical reasoning. It examines the quantitative phenomena that have a wide application in either continuous or discrete situations and discusses specific images associated with techniques such as diffraction, tomography, inferometry and range-Doppler mapping. The book should be accessible to those with mathematical backgrounds but requires no previous experience with transform methods.
Table of Contents
- The image plane
- the dimensional impulses
- the two dimensional fourier transform
- two dimensional convolution
- the convolution theorem
- sampling and interpolation in two dimensions
- digital operations
- rotational symmetry and the two dimensional fourier transform
- imaging by convolution
- diffraction theory of sensors
- indirect imaging and interferometry
- restoration of images
- the projection-slice theorem
- computed tornography
- synthetic aperture radar
- random images and fractals.
by "Nielsen BookData"