Toda Lattice Models with Boundary.

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  • Fujii Akira
    Physikalisches Institut der Universität Bonn, D53115, Germany

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Abstract

We consider the soliton solutions in the one- and (1+1)-dimensional Toda lattice models with a boundary. We make use of the solutions already known on a full line by means of Hirota's method. We explicitly construct the solutions satisfying the boundary conditions. With these classical solutions, we can understand the Z∞-symmetric boundary condition introduced by two-soliton solutions in a natural way.

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