Inner angle of triangle on unit circle made of consecutive three points generated by chaotic map

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概要

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• Inner angle of triangle made of consecutive three points on unit circle is investigated. We use two methods to plot points. One is plotting random numbers whose distribution is uniform. Another is plotting consecutive numbers obtained by a map which generates complex chaotic sequences with constant power. We focus on an inner angle at the middle point in consecutive three points. An angle for chaotic sequence is found to be different from one for uniform random sequence.

著者

• UMENO Ken

  Next Generation Mobile Communications Laboratory, Center for Intellectual Property Strategies, RIKEN

• Umeno Ken

  Next Generation Mobile Communications Laboratory Center For Intellectual Property Strategies Riken

• Takahashi Ryo

  Next Generation Mobile Communications Laboratory Center For Intellectual Property Strategies Riken

• Nameda Etsushi

  Next Generation Mobile Communications Laboratory, Center for Intellectual Property Strategies, RIKEN

関連論文

• Inner angle of triangle on unit circle made of consecutive three points generated by chaotic map
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• Performance Analysis of Complex CDMA Using Complex Chaotic Spreading Sequence with Constant Power
• Performance Evaluation of Band-Limited Baseband Synchronous CDMA Using Orthogonal ICA Sequences
• Extension of exactly orthogonal code for chaos CDMA (非線形問題)

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