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Table of Contents
Machine generated contents note: Part 1. Direct and inverse problems for the transport equation with energy dependence13
1.1. Derivation of the radiation transport equation13
1.2. Formulation and investigation of the direct problem for the transport equation18
1.3. Continuity of solutions to the direct problem 28
1.4. Determination of the total attenuation coefficient for discontinuous density of the input flux 33
1.5. Description of a source with discontinuous radiation density39
1.6. A boundary value problem with a parameter for the transport equation 44
1.7. Determining the total interaction coefficient by multiple irradiation53
1.8. Providing special boundary conditions for multiple irradiation55
1.9. Testing the algorithms for determining unknown media 65
Part 2. The tomography problem in the monoenergetic case 77
2.1. The direct problem for the monoenergetic transport equation77
2.2. Additional restrictions 85
2.3. A formula for the gradient of a solution to the transport equation89
2.4. Auxiliary statements102
2.5. The indicator of heterogeneity in the tomography problem, and the measure of visibility 122
2.6. Invisibility media in tomography 141
2.7. Computerized testing of the indicator of heterogeneity148
2.8. Some contradictions between two mathematical models of transport theory 160
2.9. Comparing two models in transport theory in the plane-parallel case 175
2.10. Prospective investigation 186.
Edition Notes
Includes bibliographical references (p. [193]-207).
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Feedback?December 5, 2010 | Edited by Open Library Bot | Added subjects from MARC records. |
April 28, 2010 | Edited by Open Library Bot | Linked existing covers to the work. |
December 10, 2009 | Created by WorkBot | add works page |