[Group Buy] Alexander G.Ramm – Inverse Problems
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[Group Buy] Alexander G.Ramm – Inverse Problems



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Alexander G.Ramm

Alexander G.Ramm – Inverse Problems

Here’s what you’ll get:

  • recovery of a potential from I-function and applications to classical and new inverse scattering and spectral problems,
  • study of inverse problems with”incomplete data”,
  • study of some new inverse problems for parabolic and hyperbolic equations,
  • discussion of some non-overdetermined inverse problems,
  • a study of inverse problems arising in the theory of ground-penetrating radars,
  • development of DSM (dynamical systems method) for solving ill-posed nonlinear operator equations,
  • comparison of the Ramm’s inversion method for solving fixed-energy inverse scattering problem with the method based on the Dirichlet-to-Neumann map,
  • derivation of the range of applicability and error estimates for Born’s inversion,
  • a study of some integral geometry problems, including tomography,
  • inversion formulas for the spherical means,
  • proof of the invertibility of the steps in the Gel’fand-Levitan and Marchenko inversion procedures,
  • derivation of the inversion formulas and stability estimates for the multidimensional inverse scattering problems with fixed-energy noisy discrete data,
  • new uniqueness and stability results in obstacle inverse scattering,
  • formulation and a solution of an inverse problem of radiomeasurements,
  • methods for finding small inhomogeneities from surface scattering data.


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