| FNFT
    | 
Miscellaneous functions used in the FNFT library. More...
#include "fnft.h"#include <string.h>

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| Functions | |
| void | fnft__misc_print_buf (const FNFT_UINT len, FNFT_COMPLEX const *const buf, char const *const varname) | 
| Helper function for debugging. Prints an array in MATLAB style. | |
| FNFT_REAL | fnft__misc_rel_err (const FNFT_UINT len, FNFT_COMPLEX const *const vec_numer, FNFT_COMPLEX const *const vec_exact) | 
| Relative l1 error between two vectors. | |
| FNFT_REAL | fnft__misc_hausdorff_dist (const FNFT_UINT lenA, FNFT_COMPLEX const *const vecA, const FNFT_UINT lenB, FNFT_COMPLEX const *const vecB) | 
| Hausdorff distance between two vectors. | |
| FNFT_COMPLEX | fnft__misc_sech (FNFT_COMPLEX Z) | 
| Hyperbolic secant. | |
| FNFT_REAL | fnft__misc_l2norm2 (const FNFT_UINT N, FNFT_COMPLEX const *const Z, const FNFT_REAL a, const FNFT_REAL b) | 
| Squared l2 norm. | |
| FNFT_INT | fnft__misc_filter (FNFT_UINT *const N, FNFT_COMPLEX *const vals, FNFT_COMPLEX *const rearrange_as_well, FNFT_REAL const *const bounding_box) | 
| Filters array by retaining elements inside a bounding box. | |
| FNFT_INT | fnft__misc_filter_nonreal (FNFT_UINT *N_ptr, FNFT_COMPLEX *const vals, const FNFT_REAL tol_im) | 
| Filter array based on specified tolerance. | |
| FNFT_INT | fnft__misc_filter_inv (FNFT_UINT *const N_ptr, FNFT_COMPLEX *const vals, FNFT_COMPLEX *const rearrange_as_well, FNFT_REAL const *const bounding_box) | 
| Filters array by retaining elements outside a bounding box. | |
| FNFT_INT | fnft__misc_merge (FNFT_UINT *N_ptr, FNFT_COMPLEX *const vals, FNFT_REAL tol) | 
| Merges elements in an array with distance lower than tol. | |
| FNFT_INT | fnft__misc_downsample (const FNFT_UINT D, FNFT_COMPLEX const *const q, FNFT_UINT *const Dsub_ptr, FNFT_COMPLEX **qsub_ptr, FNFT_UINT *const first_last_index) | 
| Downsamples an array. | |
| static FNFT_COMPLEX | fnft__misc_CSINC (FNFT_COMPLEX x) | 
| Sinc function for complex arguments. | |
| static FNFT_COMPLEX | fnft__misc_CSINC_derivative (FNFT_COMPLEX x) | 
| Derivative of sinc function for complex arguments. | |
| FNFT_UINT | fnft__misc_nextpowerof2 (const FNFT_UINT number) | 
| Closest larger or equal number that is a power of two. | |
| FNFT_INT | fnft__misc_resample (const FNFT_UINT D, const FNFT_REAL eps_t, FNFT_COMPLEX const *const q, const FNFT_REAL delta, FNFT_COMPLEX *const q_new) | 
| Resamples an array. | |
| static void | fnft__misc_matrix_mult (const FNFT_UINT n, const FNFT_UINT m, const FNFT_UINT p, FNFT_COMPLEX const *const A, FNFT_COMPLEX const *const B, FNFT_COMPLEX *const C) | 
| Multiples two complex valued matrices of any compatible size. | |
| static void | fnft__misc_mat_mult_2x2 (FNFT_COMPLEX *const U, FNFT_COMPLEX *const T) | 
| Multiples two square matrices of size 2. | |
| static void | fnft__misc_mat_mult_4x4 (FNFT_COMPLEX *const U, FNFT_COMPLEX *const T) | 
| Multiples two square matrices of size 4. | |
| static FNFT_REAL | fnft__misc_legendre_poly (const FNFT_UINT n, const FNFT_REAL x) | 
| This routine returns the nth degree Legendre polynomial at x. | |
| static FNFT_INT | fnft__misc_normalize_vector (const FNFT_UINT len, FNFT_COMPLEX *const v) | 
| Normalizes a complex vector so that the maximum absolute value is >=1 and <2. | |
Miscellaneous functions used in the FNFT library.