Abstract
We study the dressing transformations of the conformal affine [Formula: see text] Todal which can be obtained from a Hamiltonian reduction. As a special case, we obtain the dressing transformations of the sinh-Gordon model. We will show that the dressing group is the semiclassical limit of the quantum group [Formula: see text]. We will also obtain the algebra of the charges which generate the infinitesimal dressing transformations.
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