Digital communications using chaos
Signal Processing - Special issue on emerging techniques for communication terminals
Statistical analysis of a watermarking system based on Bernoulli chaotic sequences
Signal Processing - Special section on information theoretic aspects of digital watermarking
Modern Digital and Analog Communication Systems 3e Osece
Modern Digital and Analog Communication Systems 3e Osece
Chaotic Electronics in Telecommunications
Chaotic Electronics in Telecommunications
Chaos Applications in Telecommunications
Chaos Applications in Telecommunications
Chaos in the APFM nonlinear adaptive filter
Signal Processing
Statistical analysis and spectral estimation techniques forone-dimensional chaotic signals
IEEE Transactions on Signal Processing
Maximum-likelihood estimation of a class of chaotic signals
IEEE Transactions on Information Theory
A current mode CMOS noise generator using multiple Bernoulli maps
Microelectronic Engineering
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Chaotic signals have been considered potentially attractive in many signal processing applications ranging from wideband communication systems to cryptography and watermarking. Besides, some devices as nonlinear adaptive filters and phase-locked loops can present chaotic behavior. In this paper, we derive analytical expressions for the autocorrelation sequence, power spectral density and essential bandwidth of chaotic signals generated by the skew tent map. From these results, we suggest possible applications in communication systems.