This book explores deep and fascinating connections between a ubiquitous class of physically important waves known as solitons.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preface Acknowledgements General introduction and outline 1. Pseudospherical surfaces and the classical Bäcklund transformation: the Bianchi system 2. The motion of curves and surfaces. soliton connections 3. Tzitzeica surfaces: conjugate nets and the Toda Lattice scheme 4. Hasimoto Surfaces and the Nonlinear Schrödinger Equation: Geometry and associated soliton equations 5. Isothermic surfaces: the Calapso and Zoomeron equations 6. General aspects of soliton surfaces: role of gauge and reciprocal transfomations 7. Bäcklund transformation and Darboux matrix connections 8. Bianchi and Ernst systems: Bäcklund transformations and permutability theorems 9. Projective-minimal and isothermal-asymptotic surfaces A. The su(2)-so(3) isomorphism B. CC-ideals C. Biographies Bibliography.
Preface Acknowledgements General introduction and outline 1. Pseudospherical surfaces and the classical Bäcklund transformation: the Bianchi system 2. The motion of curves and surfaces. soliton connections 3. Tzitzeica surfaces: conjugate nets and the Toda Lattice scheme 4. Hasimoto Surfaces and the Nonlinear Schrödinger Equation: Geometry and associated soliton equations 5. Isothermic surfaces: the Calapso and Zoomeron equations 6. General aspects of soliton surfaces: role of gauge and reciprocal transfomations 7. Bäcklund transformation and Darboux matrix connections 8. Bianchi and Ernst systems: Bäcklund transformations and permutability theorems 9. Projective-minimal and isothermal-asymptotic surfaces A. The su(2)-so(3) isomorphism B. CC-ideals C. Biographies Bibliography.
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