Miura Transformation and S-Matrix

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概要

• 論文の詳細を見る

• The Miura transformations [numerical formula], m>0 are explicitly represented in terms of the scattering data of the 1-dimensional Schrodinger operators [numerical formula] with the rapidly decreasing potentials u±(x) and the 1-dimensional Dirac operator [numerical formula] with the step type potential v(x) such that lim_<x→±∞> v(x)=±m.

• 徳島大学の論文
• 1996-02-20

著者

• Ohmiya Mayumi

  Department Of Mathematical Sciences Faculty Of Integrated Arts And Sciences The University Of Tokush

• Ohmiya Mayumi

  Department Of Electrical Engineering Faculty Of Engineering Doshisha University

関連論文

• Darboux Transformation and A-operator
• On the Reflectionless Solutions of the Modified Korteweg-de Vries Equation
• On the Inverse Scattering Problem for 1-dimensional Schrodinger Operator with Integrable Potential
• A Note on Some Positive Definite 1-dimensional Schrodinger Operators with Rapidly Decreasing Potentials
• ON FIBERING CERTAIN 3-MANIFOLDS OVER THE CIRCLE
• Miura Transformation and S-Matrix

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