Factorization, Algebraization, and Shape Invariance

Foundations of Physics 28 (1):107-124 (1998)
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Abstract

The notion of shape invariance in supersymmetric quantum mechanics is examined in relation with the generalized oscillator algebra. Shape invariance is reformulated as fermion-number independence of a parameter function and seen as a symmetry under a shape-related parameter transformation. It is also shown how shape invariance is implied in the dynamical group approach

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