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Stability estimates in problems of recovering the attenuation coefficient and the scattering indicatrix for the transport equation
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V. G. ROMANOV
Published/Copyright:
October 9, 2009
Published Online: 2009-10-09
Published in Print: 1996
Walter de Gruyter
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Articles in the same Issue
- Dynamical inverse problems for systems with distributed parameters
- Smoothing property in multidimensional inverse hyperbolic problems: applications to uniqueness and stability
- Stability estimates in problems of recovering the attenuation coefficient and the scattering indicatrix for the transport equation
- Nonuniqueness in inverse problems
- Numerical method for electrocardiographic inverse problem. 2D model problem
- Monotone iterative processes for nonlinear operator equations and their applications to Volterra equations
- Inverse problems for memory kernels in heat flow and viscoelasticity
Articles in the same Issue
- Dynamical inverse problems for systems with distributed parameters
- Smoothing property in multidimensional inverse hyperbolic problems: applications to uniqueness and stability
- Stability estimates in problems of recovering the attenuation coefficient and the scattering indicatrix for the transport equation
- Nonuniqueness in inverse problems
- Numerical method for electrocardiographic inverse problem. 2D model problem
- Monotone iterative processes for nonlinear operator equations and their applications to Volterra equations
- Inverse problems for memory kernels in heat flow and viscoelasticity
