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Integration of the sine-Gordon Equation with a Self-Consistent Source of the Integral Type in the Case of Multiple Eigenvalues

机译:在多个特征值的情况下,将正弦-Gordon方程与自洽源的积分类型积分

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摘要

The paper is dedicated to the evolution of the scattering data for a Dirac-type nonself-adjoint operator with multiple eigenvalues whose potential is a solution of the sine-Gordon equationwith a self-consistent source of the integral type.
机译:本文致力于具有多个特征值的Dirac型非自伴算子的散射数据的演化,其特征是具有自洽源的整数型正弦Gordon方程的解。

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