Sfoglia per Autore
Variational bounds for the potential in terms of the S-wave phase shift
1968 Calogero, Francesco; CORBELLA O., D; DE GASPERIS, Antonio; DE STEFANO, M. B.
Values of the potential and its derivatives at the origin in terms of the S-wave phase shift and bound-state parameters
1968 Calogero, Francesco; DE GASPERIS, Antonio
Generalized nonlinear Lee model and infinity suppression due to nonlinearity
1972 Calogero, Francesco; DE GASPERIS, Antonio
Comparison between the exact and the Hartree solutions of a one-dimensional many-body problem
1975 Calogero, Francesco; DE GASPERIS, Antonio
Nonlinear evolution equations solvable by the inverse spectral transform associated with the multichannel Schroedinger problem, and properties of their solutions
1976 DE GASPERIS, Antonio; Calogero, Francesco
Coupled nonlinear evolution equations solvable via the inverse spectral transform and solitons that come back: the boomeron
1976 Calogero, Francesco; DE GASPERIS, Antonio
Nonlinear evolution equations solvable by the inverse spectral transform. I
1976 Calogero, Francesco; DE GASPERIS, Antonio
Transformations between solutions of different nonlinear evolution equations solvable via the same inverse spectral transform, generalized resolvent formulas and nonlinear operator identities
1976 Calogero, Francesco; DE GASPERIS, Antonio
The nonlinear Schroedinger equation in one dimension as a solvable model displaying certain basic features of the many-body problem in the thermodynamical limit
1976 Calogero, Francesco; DE GASPERIS, Antonio
Nonlinear evolution equations solvable by the inverse spectral transform. II
1977 Calogero, Francesco; DE GASPERIS, Antonio
Special solutions of coupled nonlinear evolution equations with bumps that behave as interacting particles
1977 Calogero, Francesco; DE GASPERIS, Antonio
Inverse spectral problem for the one-dimensional Schroedinger equation with an additional linear potential
1978 Calogero, Francesco; DE GASPERIS, Antonio
Exact solution via the spectral transform of a nonlinear evolution equation with linearly x-dependent coefficients
1978 Calogero, Francesco; DE GASPERIS, Antonio
Solution by the spectral transform method of a nonlinear evolution equation including as a special case the cylindrical KdV equation
1978 Calogero, Francesco; DE GASPERIS, Antonio
Extension of the Spectral Transform Method for Solving Nonlinear Evolution Equations II
1978 Calogero, Francesco; DE GASPERIS, Antonio
Exact solution via the spectral transform of a generalization with linearly x-dependent coefficients of the nonlinear Schroedinger equation
1978 DE GASPERIS, Antonio; Calogero, Francesco
Conservation laws for a non-linear evolution equation that includes as a special case the cylindrical KdV equation
1978 Calogero, Francesco; DE GASPERIS, Antonio
Conservation laws for classes of nonlinear evolution equations solvable by the spectral transform
1978 Calogero, Francesco; DE GASPERIS, Antonio
Exact Solution via the Spectral Transform of a Generalization with Linearly x-dependent Coefficients of the Modified Korteweg-de Vries Equation
1978 Calogero, Francesco; DE GASPERIS, Antonio
Extension of the Spectral Transform Method for Solving Nonlinear Evolution Equations
1978 Calogero, Francesco; DE GASPERIS, Antonio
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