Two Dimensional Imaging

Two Dimensional Imaging

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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 more

Product details

  • Paperback | 640 pages
  • 175 x 235mm | 1,035g
  • Pearson Education Limited
  • Prentice-Hall
  • Harlow, United Kingdom
  • index
  • 0131348264
  • 9780131348264

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 more