A01=Alex I. Katsevich
A01=Alexander G. Ramm
Abel Equation
advanced tomographic reconstruction methods
Affine Manifolds
Author_Alex I. Katsevich
Author_Alexander G. Ramm
Category=PBW
Category=PHV
Category=UYT
computational algorithms
Data Set
Discontinuity Surface
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Fan Beam Data
FBP Algorithm
Fourier Slice Theorem
geophysical imaging
Grid Step Size
Homogeneous Polynomial
inverse problems
Inversion Formula
Jump Magnitude
Legendre Transform
local tomography
Local Tomography Functions
mathematical imaging
medical physics
Mellin Transform
Piecewise Continuous Function
Pseudodifferential Operators
RADON TRANSFORM
Severe Ill Posedness
signal reconstruction
Singular Support
Spherical Harmonics Expansion
Synthetic Aperture Radar Platform
Test Function Space
Tomographic Data
tomographic imaging
Tuy's condition
X-ray Transform
X-ray Transmission Tomography
Product details
- ISBN 9780367448677
- Weight: 453g
- Dimensions: 156 x 234mm
- Publication Date: 30 Jun 2020
- Publisher: Taylor & Francis Ltd
- Publication City/Country: GB
- Product Form: Paperback
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Over the past decade, the field of image processing has made tremendous advances. One type of image processing that is currently of particular interest is "tomographic imaging," a technique for computing the density function of a body, or discontinuity surfaces of this function. Today, tomography is widely used, and has applications in such fields as medicine, engineering, physics, geophysics, and security. The Radon Transform and Local Tomography clearly explains the theoretical, computational, and practical aspects of applied tomography. It includes sufficient background information to make it essentially self-contained for most readers.
Ramm, Alexander G. | Katsevich, Alex I.
