A Representation of Solutions for the KP Hierarchy and Its Algebraic Structure

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  • Representation of Solutions for the KP

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The determinant representation of solutions for the KP equation proposed by Nakamura is generalized for all equations of the KP hierarchy. It is shown that the algebraic structure of this determinant is parallel to that of the Wronskian. The structure of the KP hierarchy in the bilinear form is clearly seen through this representation of solutions. The relation between the determinant and the solution of the Gel’fand-Levitan-Marchenko equation is also discussed.

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