Examples of using Fourier transform in English and their translations into Russian
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Fast Fourier Transform.
Image enhancement using Fourier transform.
Fourier transform and wavelets theory;
Inverse Disrete Fourier Transform(IDFT).
Fast Fourier transform for prime dimension.
Consider the quantum Fourier transform on 3 qubits.
Fast Fourier transform for composite dimension.
The next step is very direct discrete Fourier transform.
Fast Fourier transform for powers-of-two.
We do this using a mathematic operation called a Fourier transform.
Compute the Fourier transform(aj, k) of f via the formula.
The circuit responses in time domain are obtained using the Fourier transform.
Cooley-Tukey Fast Fourier Transform, radix-2 case.
Fourier transform is a powerful tool for processing and analysis of images.
The time domain signal is generated by taking an Inverse Fast Fourier transform IFFT.
Direct Fourier Transform- receiving amplitude-frequency frames 3.
Areas of expertise: digital signal processing, Fourier transform, Gibbs phenomenon, Prony systems.
Fourier transform spectroscopy of absorption and reflection in the infrared(IR).
This waveform can be expressed according to its harmonics by applying Fourier Transform FT.
Fast Fourier transform for composite dimension with small prime divisors 2,3,5,7.
Methods of solution: method of characteristics,separation of variables, Fourier transform for linear equations.
Fourier Transform, Walsh, Haar, and their application in management, communications and other fields.
The given development is a C++ library implementing the direct andinverse window Fourier transform.
Method[2] uses properties of Fourier transform to deal with translation, scaling and rotation.
Now, despite the voice scrambler,I was able to extract specific phonemes by running the waveform through a Fourier Transform.
Purpose: fast implementation of the direct and inverse Fourier transform for later use in image processing.
The Fourier transform on the real line is in one sense the spectral theory of differentiation qua differential operator.
Spectral analysis of ECG in VF using fast Fourier transform(FFT) allows us to determine frequency content of ECG oscillations.
Indeed, the Fourier transform is a special case for the Laplace transform at a constant(undamped) exponent.
Some commonly used techniques/ideas in quantum algorithms include phase kick-back, phase estimation,the quantum Fourier transform, quantum walks, amplitude amplification and topological quantum field theory.