On the general structure of nonlinear equations integrable by the general linear spectral problem

@inproceedings{Konopelchenko1983OnTG,
  title={On the general structure of nonlinear equations integrable by the general linear spectral problem},
  author={B. G. Konopelchenko and V. G. Dubrovsky},
  year={1983}
}
Abstract Nonuniqueness of the recursion operator and gauge invariance for the general nonlinear evolution equations integrable by the general arbitrary-order-matrix spectral problem are considered. A manifestly gauge-invariant formulation of the integrable equations is given. 

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