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作战仿真系统模糊优选模型 被引量:1

Multilevel Fuzzy Optimization Evaluation Model of the Battle Simulation System
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摘要 舰艇作战仿真系统的研制是作战系统研制的一个重要环节。针对层次分析法 (AHP)存在的两个根本问题 ,采用“互补性”二元对比准则 ,将重要性与优越性分开处理 ,分别确定评价指标的满足度和权重 ;将“优越性”置换为“重要性” ,确定评价指标客观权重并与主观权重集结。运用多级模糊优选对仿真系统作出总体评价和指标强度评价 ,从而确定出最佳方案和方案中的薄弱环节 。 The optimization evaluation of battle simulation system is an important link in battle system design. Aiming at two problems in the analytic hierarchy process (AHP) application, we first introduce 'complementary' duality contrast rule is, separates weightiness from advantage and transform advantage into weightiness. Then we integrate the evaluation indexes of objective weightiness and subjective weightiness. At last, we present an evaluation method for battle simulation system by using a new multilevel fuzzy optimization evaluation model so as to get an optimized scheme, find the weaknesses in the scheme and improve the scheme.
出处 《系统工程与电子技术》 EI CSCD 北大核心 2002年第12期40-42,共3页 Systems Engineering and Electronics
基金 国防预研基金资助课题 (4 0 10 80 70 10 3 )
关键词 模糊优选 作战仿真系统 层次分析法 权重 舰艇 AHP 模型 Fuzzy optimization Battle simulation system Analytic hierarchy process Weight
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参考文献4

  • 1萨蒂TL.层次分析法[M].北京:煤炭工业出版社,1988.47-49.
  • 2Chen Shouyu. Relative Membership Function and New Frame of Fuzzy Sets Theory for Pattern Recognition[J]. Journal of Fuzzy Mathematics,1997,5(2): 401-411.
  • 3Chen Shouyu. Theory of Fuzzy Optimum Selection for Multistage and Multi-Objection Decision Making System[J]. Journal of Fuzzy Mathematics,1994,2(1): 163-174.
  • 4Chen Shouyu. Non-Structured Decision Making Analysis and Fuzzy Optimum Seeking Theory for Multi-Objective Systems[J]. Journal of Fuzzy Mathematics,1996,4(2): 835-842.

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