The Darboux transformation is a method used to generate new solutions of a given nonlinear Schrodinger equation by manipulating the scattering data of the original equation. It provides a way to construct exact soliton solutions from known solutions. The process involves creating a link between the spectral properties of the original equation and the transformed equation.
View page
James Lenes Unger has written:
'Rational approximations for functions of a complex variable
obtained by use of the Darboux formula' -- subject(s): Functions of
complex variables