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基于熵与TOPSIS法的空中目标威胁判断
引用本文:王光源,马海洋,庞文强. 基于熵与TOPSIS法的空中目标威胁判断[J]. 海军航空工程学院学报, 2011, 26(2): 233-237
作者姓名:王光源  马海洋  庞文强
作者单位:1. 海军航空工程学院指挥系,山东烟台,264001
2. 海军驻天津地区航空军事代表室,天津,300061
摘    要:
针对舰艇对空防御空中目标威胁判断指标属性权重与属性值均为区间数的情况,通过以各方案与理想方案偏差最小、与负理想方案偏差最大,以及权系数熵的最大化为优化目标,用拉格朗口乘子法给出模型的最优解,得到指标的权重值;基于区间数的4种不同的距离度量方式,建立基于TOPSIS法的威胁判断模型;通过实例对比在不同距离度量下的排序效果...

关 键 词:威胁判断  区间数    拉格朗日乘子法  TOPSIS法

Research on Aerial Targets Threat Evaluation Based on Entropy and TOPSIS
WANG Gang-yuan,MA Hai-yang and PANG Wen-qiang. Research on Aerial Targets Threat Evaluation Based on Entropy and TOPSIS[J]. Journal of Naval Aeronautical Engineering Institute, 2011, 26(2): 233-237
Authors:WANG Gang-yuan  MA Hai-yang  PANG Wen-qiang
Affiliation:1.Department of Command,NAAU,Yantai Shandong 264001,China; 2.Aeronautical Military Representatives Office of Navy in Tianjin,Tianjin 300061,China)
Abstract:
For all attribute weights and values were interval numbers,through the objective of minimizing the total deviation between the alternatives and ideal object,maximizing the total deviation between the alternatives and negative ideal object,and maximizing the entropy of weights of each coefficient,the optimal solution was the best index weight coefficients,which was solved by Lagrange multiple method.Based on four different distance measure between interval numbers,the evaluating model for optimization of targets was established by applying TOPSIS rule.Lastly,the example was illustrated to compare the ranking effects by different measure.The result proved the definition of HaiMing holds the best reliability.
Keywords:threat evaluation  interval numbers  entropy  Lagrange multiple method  TOPSIS rules
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