Titlebook: Quantum Inversion Theory and Applications; Proceedings of the 1 H. V. Geramb Conference proceedings 1994Latest edition Springer-Verlag Berl

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ETCH

,Coupled Channels Marchenko Inversion for Nucleon—Nucleon Potentials,pin. We obtain, together with single channels, complete sets of quantitative nucleon-nucleon potential results which are ready for application in nuclear structure and reaction analyses. The historic coupled channels inversion result of Newton and Fulton is revisited.

腫塊

燒烤

Solvable Potentials Derived from Supersymmetric Quantum Mechanics,ations to solvable quantum mechanical potentials. Its relation to other models describing isospectral potentials is also discussed here briefly, as well as some of its practical applications in various branches of physics.

瑪瑙

,Investigation of the Partner—Potentials from Supersymmetric Quantum Mechanics by Bremsstrahlung,e used to calculate bremsstrahlung emission in α + α collision and compared with the results from RGM as a means to investigate their wave functions. While the bremsstrahlung cross sections from RGM and the deep potential resemble each other, those of the shallow potentials are distinctly different.

MIRTH

florid

Conference proceedings 1994Latest editionics from experimental data. It includes reviews and reports on thelatest developments in mathematics, supersymmetric quantummechanics, inversion for fixed-l nucleon-nucleon potentials,inversion of fixed-E optical potentials and their generalizations. Also included are some topics on nonlinear differ

享樂主義者

0075-8450 tomic physics from experimental data. It includes reviews and reports on thelatest developments in mathematics, supersymmetric quantummechanics, inversion for fixed-l nucleon-nucleon potentials,inversion of fixed-E optical potentials and their generalizations. Also included are some topics on nonlin

FUME

An Overview of Some Inverse Problems and Techniques,r equation. An important generalization of this problem involves the nonlinear Schr?dinger equation and its associated two-component scattering problem of Zakharov and Shabat [1]. The connection between these inversion techniques and the physical problems to be solved is provided by the . [1–6]. Thi

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