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报告题目:
安全通信系统设计的新方向——从理论研究到实践
 报告人:
Prof. Peter Stavroulakis
Chief Architect of Athens'04
Olympic Networks,
Technical University of Crete 
(TUC) Greece
报告时间:
2006-10-19 15:00
报告地点:
信息大楼(FIT)1-315
主办单位:
自动化系学术委员会
  简介:
 

报告摘要:

 

      This seminar will deal with the design of secure telecommunication systems using chaotic signal processing techniques. Several key issues regarding the application of chaotic systems to secure communication will be addressed.

 

?        Analog and digital chaotic signal generation.

(模拟与数字混沌信号的产生)

?        Self-synchronization of chaotic signals.

(混沌信号的自同步)

?        Signal modulation and detection using chaos

(利用混沌原理对信号进行调制和检测)

?        Multi-user encoding using different initial conditions

(不同初始条件下的多用户编码)

?        Adaptive interference reduction techniques for chaotic communication systems

(适用于混沌通信系统的自适应冲突降低技术)

 

 

 

 

Using terrestrial trunk radio (TETRA) as an example, the application of existing results to enhance the security of the TETRA system will be proposed.  How the proposed systems can be used for the design of large scale telecommunication systems used in Olympic Games and/or as a vehicle for electronic countermeasures will also be discussed.

 

 

演讲人简介

 

Prof. Peter Stavroulakis is the Chief Architect of Athens'04 Olympic Networks. Peter Stavroulakis received his BS and Ph.D. degrees from New York University in 1969 and 1973 respectively and his MS degree from California Institute of Technology in 1970. He joined Bell Laboratories in 1973 and worked until 1979 when he joined Oakland University in Rochester Michigan as an associate Professor of Engineering. He worked at Oakland University until 1981 when he joined ATT International and subsequently NYNEX International until 1990. In may 1990, he was  elected at  the Technical University of Crete (TUC) Greece as a full Professor of Electrical Engineering. Prof. Stavroulakis’ current research has been in the application of Chaos and Interference Reduction Techniques in the design of secure communication systems.

 

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