Fast inverse nonlinear Fourier transform for the vanishing nonlinear Schroedinger equation. More...
#include "fnft__errwarn.h"#include "fnft__nse_fscatter.h"#include "fnft__poly_chirpz.h"#include "fnft__nse_finvscatter.h"#include "fnft__fft_wrapper.h"#include "fnft__poly_specfact.h"#include "fnft__misc.h"#include "fnft__nse_scatter.h"
Include dependency graph for fnft_nsev_inverse.h:
Go to the source code of this file.
Classes | |
| struct | fnft_nsev_inverse_opts_t |
| Stores additional options for the routine fnft_nsev_inverse. More... | |
Enumerations | |
| enum | fnft_nsev_inverse_cstype_t { fnft_nsev_inverse_cstype_REFLECTION_COEFFICIENT, fnft_nsev_inverse_cstype_B_OF_XI, fnft_nsev_inverse_cstype_B_OF_TAU } |
| enum | fnft_nsev_inverse_dstype_t { fnft_nsev_inverse_dstype_NORMING_CONSTANTS, fnft_nsev_inverse_dstype_RESIDUES } |
| enum | fnft_nsev_inverse_csmethod_t { fnft_nsev_inverse_csmethod_DEFAULT, fnft_nsev_inverse_csmethod_TFMATRIX_CONTAINS_REFL_COEFF, fnft_nsev_inverse_csmethod_TFMATRIX_CONTAINS_AB_FROM_ITER, fnft_nsev_inverse_csmethod_USE_SEED_POTENTIAL_INSTEAD } |
Functions | |
| fnft_nsev_inverse_opts_t | fnft_nsev_inverse_default_opts () |
| Creates a new options variable for fnft_nsev_inverse with default settings. More... | |
| FNFT_INT | fnft_nsev_inverse_XI (const FNFT_UINT D, FNFT_REAL const *const T, const FNFT_UINT M, FNFT_REAL *const XI, const fnft_nse_discretization_t discretization) |
| Determines the locations of the first and last sample of the grid that has to be used when providing a continuous spectrum to fnft_nsev_inverse. More... | |
| FNFT_INT | fnft_nsev_inverse (const FNFT_UINT M, FNFT_COMPLEX *const contspec, FNFT_REAL const *const XI, FNFT_UINT const K, FNFT_COMPLEX const *const bound_states, FNFT_COMPLEX const *const normconsts_or_residues, const FNFT_UINT D, FNFT_COMPLEX *const q, FNFT_REAL const *const T, const FNFT_INT kappa, fnft_nsev_inverse_opts_t *opts_ptr) |
| Fast inverse nonlinear Fourier transform for the nonlinear Schroedinger equation with vanishing boundary conditions. More... | |
Detailed Description
Fast inverse nonlinear Fourier transform for the vanishing nonlinear Schroedinger equation.
