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The remainder of this paper is organized as follows: "Discrete wavelet transformation of images" presents a brief overview regarding the transform applied in the proposed scheme.
The features are rotation invariant because of the Fourier transform applied [19].
Ridgelet transform is basically a 1-D wavelet transform applied on each tile.
As before, U is the orthogonal transform applied to the signals matrix V = [v1,..., v L ].
Using the time-shifting property of Fourier transform applied to [22] in (7) we obtain (8).
Figure 5 A Walsh-Hadamard transform applied on simulated ECG signals.
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In this chapter, we illustrate first how the Fourier transform applies to analog communications.
On the continuous wavelet transforms applied to discrete vibrational data for detecting open cracks in damaged beams.
At authentication, features are transformed applying s and t onto a residual region defined by r.
Hirata and Takahashi [168] propose CB for finger-vain patterns where images are transformed applying a Fourier-like transform.
(1) Non-invertible transforms: In these approaches, biometric data are transformed applying a noninvertible function (e.g., Figure 12b,c).
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