A transmutation operator method for solving the inverse quantum scattering problem
چکیده
چکیدهای برای این سند ثبت نشده است.
اسناد مشابه
Solving the quantum scattering problem for systems of two and three charged particles
A rigorous formalism for solving the Coulomb scattering problem is presented in this thesis. The approach is based on splitting the interaction potential into a finite-range part and a long-range tail part. In this representation the scattering problem can be reformulated to one
Fast methods for inverse wave scattering problems
Inverse wave scattering problems arise in many applications including computerized/diffraction tomography, seismology, diffraction/holographic grating design, object identification from radar singals, and semiconductor quality control. Efficient algorithms exist for some inverse
Multidimensional Inverse Quantum Scattering Problem and Wiener-Hopf Factorization*
\Ve consider the direct and inverse scattering for the n-dimensional Schrodinger equation, n 2: 2, with a potential having no spherical symmetry. Sufficient conditions are given for the existence of a Wiener-Hopf factorization of the corresponding scattering operator. This factor
A Practical Method for Solving the Inverse Quantum Scattering Problem on a Half Line
The enclosure method for inverse obstacle scattering problems with dynamical data over a finite time interval
A simple method for some class of inverse obstacle scattering problems is introduced. The observation data are given by a wave field measured on a known surface surrounding unknown obstacles over a finite time interval. The wave is generated by an initial data with compact suppor
An iterative method for inverse medium scattering problems based on factorization of the far field operator