Sentence examples for transform decomposition from inspiring English sources

In fact, the proposed method is based on Wavelet transform decomposition of ECG signal using reverse Biorthogonal mother wavelet.

In [24], such a technique was constructed as a modification of the transform decomposition proposed originally by Sorensen et al., in [23], but with extra capability to perform the input-output pruning at the same time.

An analysis of all feasible transform decomposition methods is presented next in Section 3 followed by the combinational hypotheses testing optimization-based selection of the best decomposition transform permutation modality that yields the unified commutation-pruning DFTCOMM technique.

Coding efficiency increases along with the number of audio channels, because the transform decomposition accuracy depends on the spatial resolution which is the number of WFS channels [17, 18].

Besides the Goertzel algorithm, which deals with single frequencies separately, it is worth mentioning the so-called pruned-FFT [2, 3], which is also connected to the zoom-FFT algorithm [1], and the transform decomposition of Sorensen and Burrus [3], which efficiently combines the ideas of the split-radix FFT and the Goertzel approach.

The proposed space, for hiding information, is the low frequency subband after the first level of the wavelet transform decomposition.

In the wavelet transform theory, decomposition of the form in Equation 5 is known as multiresolution wavelet decomposition to the level m (Chui [1992]; Mallat [1999]).

Using Fast Fourier Transform (FFT) algorithm and stationary wavelet transform (SWT) decomposition FRF distortion can be reduced.

The Hilbert transform vibration decomposition together with the modal-spatial coordinate transform allow precise identification of initial nonlinear characteristics.

In the wavelet transform theory, decomposition of f j based on recursive splitting of the spaces V j and W j is known as the wavelet packet decomposition.

Two methods are examined to identify, separate, and reproduce the relevant reflections: application of the Radon transform, and decomposition of the data into cylindrical harmonics.