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Structural Concealment of Signals Shaped in the Basis of Wavelet Functions

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The paper presents the results of studying the possibility of using signals formed in the basis of waveletfunctions (WFB). It is suggested to form the WFB using various order derivatives of the Gauss function. Using the WFB enables one to obtain signals featuring new properties. Signals formed in the WFB are structurally concealed from monitoring systems that employ the bases of harmonic Fourier functions for analysis. Results are presented of assessing the structural concealment of signals formed in the WFB.

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