Soliton Phenomenology: Mathematics and its Applications, cartea 33

References.- I. Quantum Systems and Classical Behaviour.- 1. Some physical models and nonlinear differential equations.- 2. Physically interesting nonlinear differential equations.- II. Some Exact Results in One-Dimensional Space.- 3. The Nonlinear Schrödinger equation and the Landau-Lifshitz equation.- 4. Nonlinear Schrödinger equation with U(p,q) internal symmetry and the SG equation.- III. Noncompact Symmetries and Bose Gas.- 5. Dynamical symmetry and generalized coherent states.- 6. Bose gas, integrable NSE and Landau-Lifshitz models.- 7. ?6theory and Bose-drops.- IV. Soliton-Like Solutions in One-Dimension.- 8. The class of soliton solutions to the vector version of NSE with self-consistent potentials.- 9. The existence of soliton-like solutions.- 10. Soliton stability.- V. Phenomenology of D = 1 Solitons.- 11. Dynamics of the formation and interaction of plane solitons.- 12. Structural stability and pinning of solitons.- 13. Dynamical structure factors of soliton gas.- VI. Many-Dimensional Solitons.- 14. Existence and stability.- 15. Pulsons and Q-solitons.- 16. Interaction of Q-solitons.