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Backlund transformations and exact soliton solutions for nonlinear Schrodinger-type equations
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| Abstract |
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| Using the Backlund transformations (BTs) and the Darboux-Bargmann technique, we consider the nonlinear Schrodinger-type (NLS-type) equations (stable, unstable and inhomogeneous NLS equations, i.e. SNLS, UNLS, and IHNLS equations) solvable by the inverse scattering method of Zakharov-Shabat/Ablowitz-Kaup-Newell-Segur (ZS/AKNS) system and the ZS/AKNS wave functions corresponding to the soliton solutions of NLS-type equations. Thus, families of new soliton solutions for NLS-type equations are obtained. |
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English
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Il nuovo cimento : B / Italian Physical Society. - Bologna, 1965 - 1971 | |
| Publication |
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Bologna : 1998
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0369-3554
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113:9(1998), p. 1121-1130
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000076621400004
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