On the inverse scattering method for the
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A. G. Izergin; P. P. Kulish
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Article
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1978
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Springer
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English
β 217 KB
The inverse scattering method is applied to the classical Grassman-valued massive Thirring model. In the framework of the method the existence of an infinity of both local and non-local conservation laws is established. It is shown that there are no simple solitons in the model.