Generalized Bargmann potentials |
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Authors: | A. N. Leznov |
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Affiliation: | (1) Institute for High Energy Physics, Protvino, P.O. 142284, Serpukhov, Moscow Reg., U.S.S.R. |
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Abstract: | Conditions are found for the coefficient functions of a linear ordinary differential equation of the kth order (k)+u1(k-2)+...+uk-1=k, when its solution has the following analytical dependence on the parameter: =exp(zi=1n(+ai)(ajaj(Z)). The problem is closely related to the finding of n-soliton solutions of the simplest form for the periodic Toda system, corresponding to Anand Cnseries. |
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