Finding Optimal Solution from Many Non-Inferior Solutions of the Multi-Objectives Optimal Designing by a Method of the Similarity-Close Degree
  
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DOI:10.7511/jslx19922029
KeyWord:fuzzy optimization, closeness degree, hamming distance, incidence degress, similarity-close degree,optimal solution
Zhang Peng
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Abstract:
      In this paper, varieties of methods that find optimal solution from many non-inferior solutions of the multi-objectives optimal designing are discussed, and a method of soluting a shapes difference problem from orders of non-inferior solutions by grey system incidence degree is provided. A place difference probelm from orders of non-inferior solutions is soluted by Hamming distance and closeness degree in the fuzzy Math. , and its are merged, get a concept of the similarity-close degree and determine optimal solution from many non-inferior solutions.