Abstract
- In this paper, some methods of solution of multidimensional inverse problems are developed. The results of constructive solutions of inverse problems are presented. In particular, inverse problems for differential equations of the second order are considered. Furthermore, problems of integral geometry and problems of determination of convex surfaces are considered. In the last case, the functionals of them are given in the plane. This paper also concerns solution of some other inverse problems.
Published Online: 2013-09-07
Published in Print: 2000-05
© 2013 by Walter de Gruyter GmbH & Co.
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Articles in the same Issue
- CONTENTS
- Some problems of the theory of multidimensional inverse problems
- Complex force fields and complex orbits
- Influence of refraction to the accuracy of a solution for the 2D-emission tomography problem
- An iterated version of Lavrent’iev’s method for ill-posed equations with approximately specified data
- Finding small inhomogeneities from scattering data
- An inverse problem for orthotropic medium
Articles in the same Issue
- CONTENTS
- Some problems of the theory of multidimensional inverse problems
- Complex force fields and complex orbits
- Influence of refraction to the accuracy of a solution for the 2D-emission tomography problem
- An iterated version of Lavrent’iev’s method for ill-posed equations with approximately specified data
- Finding small inhomogeneities from scattering data
- An inverse problem for orthotropic medium