A perturbative extension of the J-matrix method yields scattering matrices for the 2D nonlinear Schrödinger equation with ψ³ and ψ⁵ nonlinearities, exhibiting bifurcations at specific energies.
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Perturbative nonlinear J-matrix method of scattering in two dimensions
A perturbative extension of the J-matrix method yields scattering matrices for the 2D nonlinear Schrödinger equation with ψ³ and ψ⁵ nonlinearities, exhibiting bifurcations at specific energies.
- Two-parameter classes of exactly solvable quantum systems