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The Soliton and Its History By R K Bullough and P J Caudrey
Aspects of Soliton Physics By G L Lamb Jr and D W McLaughlin
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A.C. Newell action variables action-angle variables AKNS algebra amplitude antikink asymptotic Backlund transformation boomeron boundary conditions breather Calogero coefficients commute completely integrable conservation laws conserved densities constant continuum D.J. Kaup defined derivatives described differential equations dispersion relation eigenfunctions eigenvalue problem equations of motion example Faddeev fermion finite formula function given initial interaction inverse scattering method inverse scattering transform JETP Kaup KdV equation kink Korteweg-de Vries equation lattice Lett light cone coordinates linear Lorentz covariant Math Mathematics matrix Miura N-soliton nonlinear evolution equations nonlinear Schrbdinger equation obtained operator optical oscillators pair parameter particle perturbation theory phase Phys physical polynomial potential Proc propagation pulse quantised quantum R.K. Bullough resonant S.V. Manakov satisfy scattering data scattering problem sech Shabat sine-Gordon equation solitary wave soliton solutions solvable solved spectrum V.E. Zakharov velocity Vries Wadati zero