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Auto-Correlation Functions of Chaotic Binary Sequences Obtained by Alternating Two Binary Functions
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This paper discusses the auto-correlation functions of chaotic binary sequences obtained by a one-dimensional chaotic map and two binary functions. The two binary functions are alternately used to obtain a binary sequence from a chaotic real-valued sequence. We consider two similar methods and give the theoretical auto-correlation functions of the new binary sequences, which are expressed by the auto-/cross-correlation functions of the two chaotic binary sequences generated by a single binary function. Furthermore, some numerical experiments are performed to confirm the validity of the theoretical auto-correlation functions.
Title: Auto-Correlation Functions of Chaotic Binary Sequences Obtained by Alternating Two Binary Functions
Description:
This paper discusses the auto-correlation functions of chaotic binary sequences obtained by a one-dimensional chaotic map and two binary functions.
The two binary functions are alternately used to obtain a binary sequence from a chaotic real-valued sequence.
We consider two similar methods and give the theoretical auto-correlation functions of the new binary sequences, which are expressed by the auto-/cross-correlation functions of the two chaotic binary sequences generated by a single binary function.
Furthermore, some numerical experiments are performed to confirm the validity of the theoretical auto-correlation functions.
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