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On uniqueness of determination of a form of first degree by its integrals along geodesics
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Yu. E. ANIKONOV
Published/Copyright:
October 9, 2009
Published Online: 2009-10-09
Published in Print: 1997
Walter de Gruyter
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- On uniqueness of determination of a form of first degree by its integrals along geodesics
- Carleman’s formulas for A-analytic function in a half-plane
- Universal linear approximations of solutions to nonlinear operator equations and their application
- Identification problems for pseudohyperbolic integrodifferential operator equations
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Articles in the same Issue
- On uniqueness of determination of a form of first degree by its integrals along geodesics
- Carleman’s formulas for A-analytic function in a half-plane
- Universal linear approximations of solutions to nonlinear operator equations and their application
- Identification problems for pseudohyperbolic integrodifferential operator equations
- The group bundle, the Lax represantation, and the kinematic seismic problem
- A discretization of Volterra integral equations of the third kind with weakly singular kernels
- Conference report: 2nd Saxon Symposium on Inverse Problems
