Design of Maximum Length Pseudochaotic Sequences Derived from Discretized 1-D Chaotic Maps and Their Autocorrelation Properties
スポンサーリンク
概要
- 論文の詳細を見る
In this paper, we define a discretized chaotic map as a digital realization of a one-dimensional chaos map. As a concrete example, we consider a family of pseudochaotic sequences with maximum length, referred to as maximum length pseudochaotic sequences, obtained from a class of discretized piecewise linear map. A theoretical framework for designing maximum length pseudochaotic sequences of the discretized chaotic maps is obtained. These discretized piecewise linear chaotic maps can be used in the design of binary sequences with constant autocorrelation values for several time delays.
- （社）電子情報通信学会の論文
- 2011-06-01
著者
-
Tsuneda Akio
Department Of Computer Science And Communication Engineering Kyushu University
-
Yoshioka Daisaburo
Department Of Computer And Information Sciences Sojo University
関連論文
- A Proposal of a Novel RFID Tag with Biomedical Signal Sensing Functions
- Design of a CMOS Heartbeat Spike-Pulse Detection Circuit Integrable in an RFID Tag for Heart Rate Signal Sensing
- A Realization of a Common-Source FG-MOSFET with a Simple Electronic V_ Adjustment Almost Irrelevant to the Amount of the Pre-stored Charge on the Floating Gate(Analog Signal Processing)
- Maximal-Period Sequences Generated by Feedback-Limited Nonlinear Shift Registers(Communications and Sequences,Nonlinear Theory and its Applications)
- On Transformation between Discretized Bernoulli and Tent Maps(Nonlinear Theory and its Applications)
- An Algorithm for the Generation of Maximal-Period Sequences Based on One-Dimensional Chaos Maps with Finite Bits(Papers Selected from 2003 International Technical Conference on Circuits/Systems, Computers and Communications(ITC-CSCC 2003)
- Maximal-Period Sequences with Negative Auto-Correlations and Their Application to Asynchronous DS-CDMA Systems(Special Section on Papers Selected from ITC-CSCC 2002)
- Synthesis and Analysis of a Digital Chaos Circuit Generating Multiple-Scroll Strange Attractors (Special Section of Papers Selected from ITC-CSCC '98)
- Design of a Two-Dimensional Digital Chaos Circuit Realizing a Henon Map
- A Design of CMOS Chua-Type Analog Chaos Circuit Based on a Signal Flow Graph
- New Maximal-Period Sequences Using Extended Nonlinear Feedback Shift Registers Based on Chaotic Maps(Special Section on Papers Selected from ITC-CSCC 2001)
- Chaotic Binary Sequences with Their Applications to Communications
- Statistical Properties of Modulo-2 Added Binary Sequences(Nonlinear Theory and its Applications)
- A New Low-Power 13.56-MHz CMOS Ring Oscillator with Low Sensitivity of f_ to V_
- Statistical Properties of Modulo-p Added p-Ary Sequences(Nonlinear Theory and its Applications)
- Correlated Behaviour of Logistic Chaotic Sequences
- Binary Spreading Sequences with Negative Auto-Correlation Based on Chaos Theory and Gold Sequences for Application to Asynchronous DS/CDMA Communications
- Design of Maximum Length Pseudochaotic Sequences Derived from Discretized 1-D Chaotic Maps and Their Autocorrelation Properties