Monodromy Map and Classical r-matrices

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We compute the Poisson bracket relations for the monodromy matrix of the auxiliary linear problem. If the basic Poisson bracket relations of the model contain derivatives, this computation leads to a peculiar type of symmetry breaking which accounts for a 'spontaneous quantization of the underlying global gauge group. A classification of possible patterns of symmetry breaking is outlined.
13 pages, translation of the author's article published in Zapiski Lauchn. Semin. POMI, v.200, 1993, St.Petersburg

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