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Aleph-w 3.0
A C++ Library for Data Structures and Algorithms
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Greedy nearest-neighbor pole/zero pairing entry. More...
#include <fft.H>
Public Member Functions | |
| bool | is_cancellation (const Real tolerance) const noexcept |
Public Attributes | |
| Complex | zero = Complex(Real(0), Real(0)) |
| Complex | pole = Complex(Real(0), Real(0)) |
| Real | distance = std::numeric_limits<Real>::infinity() |
| bool | has_zero = false |
| bool | has_pole = false |
Greedy nearest-neighbor pole/zero pairing entry.
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inlinenoexcept |
Definition at line 272 of file fft.H.
References Aleph::and, Aleph::FFT< Real >::PoleZeroPair::distance, Aleph::FFT< Real >::PoleZeroPair::has_pole, and Aleph::FFT< Real >::PoleZeroPair::has_zero.
| Real Aleph::FFT< Real >::PoleZeroPair::distance = std::numeric_limits<Real>::infinity() |
Definition at line 267 of file fft.H.
Referenced by Aleph::FFT< Real >::PoleZeroPair::is_cancellation().
| bool Aleph::FFT< Real >::PoleZeroPair::has_pole = false |
Definition at line 269 of file fft.H.
Referenced by Aleph::FFT< Real >::PoleZeroPair::is_cancellation().
| bool Aleph::FFT< Real >::PoleZeroPair::has_zero = false |
Definition at line 268 of file fft.H.
Referenced by Aleph::FFT< Real >::PoleZeroPair::is_cancellation().
| Complex Aleph::FFT< Real >::PoleZeroPair::pole = Complex(Real(0), Real(0)) |
Definition at line 266 of file fft.H.
Referenced by Aleph::FFT< Real >::pole_zero_pairs_impl().
| Complex Aleph::FFT< Real >::PoleZeroPair::zero = Complex(Real(0), Real(0)) |
Definition at line 265 of file fft.H.
Referenced by Aleph::FFT< Real >::pole_zero_pairs_impl().