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三角型模糊数
相关语句
  triangular fuzzy number
     Topological equivalence between two Hausdorff metrics on triangular fuzzy number spaces
     三角型模糊数空间中两种Hausdorff度量的等价性
短句来源
     This paper proves several homogenous properties of the triangular fuzzy number space ( T,d ) and proves that ( T,d ) is connected and locally connected space.
     用(T,d)表示全体三角型模糊数构成的度量空间,本文证明了(T,d)具有某种度量均匀性,并证明了(T,d)是连通与局部连通的空间.
短句来源
  triangular fuzzy numbers
     The Space T of Triangular Fuzzy Numbers is Complete, Separable, and Locally Compact
     三角型模糊数空间的可分性、局部紧性和完备性
短句来源
     Further, this thesis brings forward a method based on multiobjective coefficients with triangular fuzzy numbers, and lays undue emphasis on the multiobjective problem with general fuzzy numbers in objective coefficients.
     进一步,本文还就目标系数为三角型模糊数的多目标问题给出了—种解法,同时对目标系数为一般模糊数的多目标问题也作了重点讨论。
短句来源
     This paper proves that the space T consisting of all triangular fuzzy numbers is a complete, separable, and locally compact space.
     证明了R1上全体三角型模糊数构成的空间T是可分的、局部紧的完备度量空间
短句来源
     In this paper it is proved that the two Hausdorff metrics defined on the set of all triangular fuzzy numbers,one is based on α-cuts,the other is based on classical Hausdorff distances for subsets on enclidean plane,are topolog ically eqviualent.
     证明了R1上全体三角型模糊数构成的空间T上用截集方式定义的Hausdorff度量与用平面子集方式定义的Hausdorff度量是拓扑等价的。
短句来源
     Thus,the classical method to study Hausdorff distance can be fully used in the study of triangular fuzzy numbers.
     因此,经典的Hausdorff度量的有关结果及其研究方法可完全应用到三角型模糊数空间的研究当中。
短句来源
  “三角型模糊数”译为未确定词的双语例句
     HOMOGENOUS PROPERTIES OF THE TRIANGULAR FUZZY NUMBER SPACE
     三角型模糊数空间的均匀性
短句来源
     In order to measure the risk of stock investment under fuzzy expected profit rate, this paper introduces the definition of left deviation of fuzzy number, a property of the left deviation of fuzzy number and the formulas for the left deviation in which the fuzzy number is triangular are given.
     为在模糊预期收益率下度量证券的风险损失率 ,引入模糊数的左偏差的定义 ,给出模糊数的左偏差的一个性质和三角型模糊数的左偏差的计算公式。
短句来源
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  triangular fuzzy number
According to these two characteristics, the triangular fuzzy number analysis approach was introduced to determine the probability-distributed function of mechanical parameters.
      
The concepts of triangular fuzzy number and linguistic variables are used to assess the preference ratings of linguistic variable, 'importance' and 'appropriateness'.
      
Then, a triangular fuzzy number is used to represent an uncertain defective rate.
      
The proposed fuzzy regression involves regression using central values of triangular fuzzy number and minimization of non-specificity using linear programming.
      
It shows that the cuts of such a triangular fuzzy number contains the "confidence intervals" of any symmetric probability distribution with the same mode and support.
      
更多          
  triangular fuzzy numbers
The ICAPM is used to study the underwriting profit margin of the P/L insurance company, including the insurances of automobile damage, automobile liability and fire, in which the parameters are the symmetric or non-symmetric triangular fuzzy numbers.
      
Our results show that the best-fitting parameters of the model from our data are the asymmetric triangular fuzzy numbers.
      
A fuzzy breakeven analysis based on the cost-volume-profit (CVP) analysis by using the concepts of triangular fuzzy numbers and linguistic variables is discussed.
      
The best solution is a vector of triangular fuzzy numbers, for the fuzzy coefficients in the model, which minimizes one of two error measures.
      
The linguistic level of comparisons produced by the professionals and experts for each comparison are tapped in the form of triangular fuzzy numbers to construct fuzzy pairwise comparison matrices.
      
更多          


This paper proves that the space T consisting of all triangular fuzzy numbers is a complete, separable, and locally compact space.

证明了R1上全体三角型模糊数构成的空间T是可分的、局部紧的完备度量空间

This paper proves several homogenous properties of the triangular fuzzy number space ( T,d ) and proves that ( T,d ) is connected and locally connected space.

用(T,d)表示全体三角型模糊数构成的度量空间,本文证明了(T,d)具有某种度量均匀性,并证明了(T,d)是连通与局部连通的空间.

In this paper it is proved that the two Hausdorff metrics defined on the set of all triangular fuzzy numbers,one is based on α-cuts,the other is based on classical Hausdorff distances for subsets on enclidean plane,are topolog ically eqviualent. Thus,the classical method to study Hausdorff distance can be fully used in the study of triangular fuzzy numbers.

证明了R1上全体三角型模糊数构成的空间T上用截集方式定义的Hausdorff度量与用平面子集方式定义的Hausdorff度量是拓扑等价的。因此,经典的Hausdorff度量的有关结果及其研究方法可完全应用到三角型模糊数空间的研究当中。

 
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