上海交通大学学报(英文版) ›› 2016, Vol. 21 ›› Issue (2): 151-158.doi: 10.1007/s12204-016-1706-3

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Applications of Generalized Rough Set Theory in Evaluation Index System of Radar Anti-Jamming Performance

QI Zongfeng1 (戚宗峰), HAN Shan2 (韩山), LI Jianxun3* (李建勋)   

  1. (1. State Key Laboratory of Complex Electromagnetic Environment Effects on Electronics and Information System, Luoyang 471003, Henan, China; 2. China Aeronautical Radio Electronics Research Institute, Shanghai 200233, China; 3. Department of Automation, Shanghai Jiaotong University, Shanghai 200240, China)
  • 出版日期:2016-04-15 发布日期:2016-04-26
  • 通讯作者: LI Jianxun (李建勋) E-mail: lijx@sjtu.edu.cn

Applications of Generalized Rough Set Theory in Evaluation Index System of Radar Anti-Jamming Performance

QI Zongfeng1 (戚宗峰), HAN Shan2 (韩山), LI Jianxun3* (李建勋)   

  1. (1. State Key Laboratory of Complex Electromagnetic Environment Effects on Electronics and Information System, Luoyang 471003, Henan, China; 2. China Aeronautical Radio Electronics Research Institute, Shanghai 200233, China; 3. Department of Automation, Shanghai Jiaotong University, Shanghai 200240, China)
  • Online:2016-04-15 Published:2016-04-26
  • Contact: LI Jianxun (李建勋) E-mail: lijx@sjtu.edu.cn

摘要: Radar anti-jamming performance evaluation is a necessary link in the process of radar development, introduction and equipment. The applications of generalized rough set theory are proposed and discussed in this paper to address the problems of big data, incomplete data and redundant data in the construction of evaluation index system. Firstly, a mass of real-valued data is converted to some interval-valued data to avoid an unacceptable number of equivalence classes and classification rules, and the interval similarity relation is employed to make classifications of this interval-valued data. Meanwhile, incomplete data can be solved by a new definition of the connection degree tolerance relation for both interval-valued data and single-valued data, which makes a better description of rough set than the traditional limited tolerance relation. Then, E-condition entropy-based heuristic algorithm is applied to making attribute reduction to optimize the evaluation index system, and final decision rules can be extracted for system evaluation. Finally, the feasibility and advantage of the proposed methods are testified by a real example of radar anti-jamming performance evaluation.

关键词: generalized rough set, evaluation index system, big data solution, incomplete data solution, redundant data solution

Abstract: Radar anti-jamming performance evaluation is a necessary link in the process of radar development, introduction and equipment. The applications of generalized rough set theory are proposed and discussed in this paper to address the problems of big data, incomplete data and redundant data in the construction of evaluation index system. Firstly, a mass of real-valued data is converted to some interval-valued data to avoid an unacceptable number of equivalence classes and classification rules, and the interval similarity relation is employed to make classifications of this interval-valued data. Meanwhile, incomplete data can be solved by a new definition of the connection degree tolerance relation for both interval-valued data and single-valued data, which makes a better description of rough set than the traditional limited tolerance relation. Then, E-condition entropy-based heuristic algorithm is applied to making attribute reduction to optimize the evaluation index system, and final decision rules can be extracted for system evaluation. Finally, the feasibility and advantage of the proposed methods are testified by a real example of radar anti-jamming performance evaluation.

Key words: generalized rough set, evaluation index system, big data solution, incomplete data solution, redundant data solution

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