HIGHER DERIVATIVE SUPERSYMMETRY, A MODIFIED CRUM–DARBOUX TRANSFORMATION AND COHERENT STATE

Abstract
Inspired by the possibility of factorizing the second derivative interwining operators using a modified form of the well-known Crum–Darboux transformation, we present a scheme for generating a new pair of isospectral potentials. We also consider the interesting problem of constructing coherent states for such factorizable operators.