Generation of Several Chaotic Sequences and Their Comparative Analysis
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By introducing the generation methods of several chaotic sequences, this paper provides a detailed analysis of the principles and applications of chaotic spreading codes. It further conducts an in-depth investigation into the correlation performance, advantages, and disadvantages of three specific chaotic sequences, along with their implementations in communication systems. The implementation typically involves iterative mathematical functions (e.g., logistic map or Lorenz equations) to generate pseudo-random sequences with good autocorrelation and cross-correlation properties. Additionally, the potential applications of chaotic spreading codes in data encryption, communication security, and signal processing are explored, where code-based algorithms can enhance security through deterministic yet unpredictable sequence generation. This research offers new perspectives and directions for advancing the study and practical application of chaotic spreading codes.
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