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math-ph2008★ 20 cited
Non-uniqueness of phase shift in central scattering due to monodromy
Holger R. Dullin, Holger Waalkens
Scattering at a central potential is completely characterized by the phase shifts which are the differences in phase between outgoing scattered and unscattered partial waves. In th…
math-ph2007★ 13 cited
Orthosymplectic Lie superalgebras in superspace analogues of quantum Kepler problems
R. B. Zhang
A Schroedinger type equation on the superspace R^{D|2n} is studied, which involves a potential inversely proportional to the negative of the osp(D|2n) invariant "distance" away fro…