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On the
Sato-Segal-Wilson solutions of the K-dV equation
Russell Allan Johnson |
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Vol. 132 (1988), No. 2, 343–355
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Abstract |
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We discuss the class of solutions of the K-dV equation found by Sato, Segal, and Wilson. We relate this class of solutions to properties of the Weyl m-functions, and of the Floquet exponent for the random Schrödinger equation. |
Mathematical Subject Classification
Secondary: 58F07, 58G35, 34B25
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Milestones
Received: 26 January 1987
Published: 1 April 1988
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Authors |
| Russell Allan Johnson | |
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