Darboux Transformation and A-operator
Firstly, the fundamental equality of Darboux transformation of the differential operator H(u)=-∂^2+u is proved based on the Kupershmidt-Wilson factorization of the associated ∧-operator ∧(u)=∂^・(2^u'+u∂-4^∂^3). Secondly, elementary algebraic properties of the Darboux transformation are studied with the aid of ∧-operator.
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