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Thus, Fraunhofer diffraction must simply be Fourier transformation multiplied by a static function.
Fourier transformation yields (19).
Fourier transformation ion cyclotron resonance.
where F is Fourier transformation, F –1 is the inverse Fourier transformation, and F * is conjugated Fourier transformation.
Fourier transformation of the external coefficients.
The images were reconstructed by direct-inversion Fourier transformation.
4) Fourier transformation from the time to the frequency domain.
FTDOCK uses fast Fourier transformation (FFT) grids to rapidly evaluate shape complementarity.
Finally, images were reconstructed with two-dimensional inverse Fourier transformation.
DiProGB also offers a fast Fourier transformation for the identification of sequence periodicities.
Power spectrum analysis in the frequency domain was performed by fast Fourier transformation.
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