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NFFT 3.5.3alpha
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Direct and fast computation of the nonequispaced FFT on the hyperbolic cross. More...
Data Structures | |
| struct | nsfft_plan |
| data structure for an NSFFT (nonequispaced sparse fast Fourier transform) plan with double precision More... | |
Macros | |
| #define | NSDFT (1U<< 12) |
Functions | |
| void | nsfft_trafo (nsfft_plan *ths) |
| void | nsfft_adjoint (nsfft_plan *ths) |
| void | nsfft_cp (nsfft_plan *ths, nfft_plan *ths_nfft) |
| void | nsfft_init_random_nodes_coeffs (nsfft_plan *ths) |
| void | nsfft_init (nsfft_plan *ths, int d, int J, int M, int m, unsigned flags) |
| void | nsfft_finalize (nsfft_plan *ths) |
Direct and fast computation of the nonequispaced FFT on the hyperbolic cross.
| #define NSDFT (1U<< 12) |
If this flag is set, the member index_sparse_to_full is (de)allocated and initialised for the use in the routine nsfft_direct_trafo and nsdft_adjoint.
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Executes an NSFFT, computes fast and approximate for 
![\[ f_j = \sum_{k\in H_N^d}\hat f_k {\rm e}^{-2\pi{\rm\scriptsize i}k x_j}
\]](form_181.png)
Definition at line 1541 of file nsfft.c.
References nsfft_plan::d.
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Executes an adjoint NSFFT, computes fast and approximate for 
![\[ \hat f_k = \sum_{j=0,\dots,M-1} f_j {\rm e}^{+2\pi{\rm\scriptsize i}k x_j}
\]](form_183.png)
Definition at line 1549 of file nsfft.c.
References nsfft_plan::d.
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Copy coefficients from nsfft plan to a nfft plan.
Definition at line 599 of file nsfft.c.
References nsfft_plan::act_nfft_plan, nsfft_plan::d, nsfft_plan::f_hat, nsfft_plan::index_sparse_to_full, nsfft_plan::M_total, and nsfft_plan::N_total.
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Initialisation of pseudo random nodes and coefficients.
Definition at line 723 of file nsfft.c.
References nsfft_plan::act_nfft_plan, nsfft_plan::d, nsfft_plan::f_hat, nsfft_plan::M_total, nsfft_plan::N_total, nfft_vrand_shifted_unit_double(), nfft_vrand_unit_complex(), nsfft_plan::x_021, and nsfft_plan::x_transposed.
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Destroys a transform plan.
Definition at line 1885 of file nsfft.c.
References nsfft_plan::d.