Original scientific paper
On quasi-exactly solvable potentials
Cao Xuan Chuan
; 01 Parvis du Breuil, 92160 Antony, France
Abstract
It is shown that for any exactly solvable potential considered here, belonging to the class of the first generation, there are always posibilities to construct the class of second generation potentials, which are either exactly solvable or quasi-exactly solvable. The alternatives exactly solvable or quasi-exactly solvable depend on the choice of the "base" related to the set of excited eigenstates corresponding to the first generation potentials.
Keywords
Schrödinger equation; exactly solvable potentials; quasi-exactly solvable potentials; supersymmetry
Hrčak ID:
304063
URI
Publication date:
3.3.2002.
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