http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
1 online resource (xviii, 485 pages) : illustrations.
Radon Transform and Local Tomography presents new theories and computational methods that cannot be found in any other book. New material, aimed at solving important problems in tomographic imaging and image processing in general, as well as detailed descriptions of the new algorithms and the results of their testing, are expertly covered.
The theory described in this book solves the important problem of finding discontinuities of function from its tomographic data. A detailed theoretical analysis and three different solutions to this problem are given, as well as algorithms for practical solutions and examples of applications for both simulated and real-life data.
Ch. 1. Introduction -- Ch. 2. Properties of the Radon transform and inversion formulas -- Ch. 3. Range Theorems and reconstruction algorithms -- Ch. 4. Singularities of the Radon transform -- Ch. 5. Local Tomography -- Ch. 6. Pseudolocal Tomography -- Ch. 7. Geometrical tomography -- Ch. 8. Inversion of incomplete tomographic data -- Ch. 9. Inversion of cone-beam data -- Ch. 10. Radon transform of distributions -- Ch. 11. Abel-type integral equation -- Ch. 12. Multidimensional algorithm for finding discontinuities of signals from noisy discrete data -- Ch. 13. Test of randomness and its applications -- Ch. 14. Auxiliary Results.