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  5. FORMING KFM FRACTAL SIGNALS ON THE BASIS SEQUENCE OF MORS-TUE AND KANTOR’S GREAT NUMBER

FORMING KFM FRACTAL SIGNALS ON THE BASIS SEQUENCE OF MORS-TUE AND KANTOR’S GREAT NUMBER

R.E. Paschenko, E.І. Paschenko, V.A. Kancevich
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Possibility forming KFM fractal signals is shown with the use sequence of Mors-Tue and Kantor’s set. The difficult structure KFM fractal signal is considered on the basis of sequence of Mors-Tue and Kantor’s set, that can be used for disguise informative signal in communication of networks the hidden passing to information. It is shown with the use phase portraits that in resulting KFM fractal signal there is influence of separate constituents on each other, which difficult periodic motion is as a result of.
Keywords: fractal signal, sequence of Mors-Tue, set of Kantor