Titlebook: Bilinear Integrable Systems: from Classical to Quantum, Continuous to Discrete; Proceedings of the N Ludwig Faddeev,Pierre Van Moerbeke,Fra

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Botched Engagement in the Intifadahappen to be expressible as the integrability condition for a system of linear equations. Linear eigenvalue problems and associated t-evolutions have produced classes of soliton equations [1, 2] and have led to the disclosure of major integrability features (such as the existence of multisoliton sol

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https://doi.org/10.1057/9780230372474air) as a function of one-field is studied. Methodically, the transforms of the coefficients are equalized to Frechèt differential (first term of the Taylor series on prolonged space) to establish the operator forms. In the commutative (Abelian) case, as it was recently proved for the KP-KdV Lax ope

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Deborah F. Shmueli,Rassem Khamaisis representing a natural difference deformation of the so called two parametric Darboux-Pöshl-Teller model and to describe explicitly the solutions of the related difference Schrödinger equation. In the limit when the difference step tends to zero the related formulas reproduce well known results co

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Bilinear Integrable Systems: from Classical to Quantum, Continuous to Discrete978-1-4020-3503-6Series ISSN 1568-2609

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