期刊文献+

区间数线性不等式及拟不等式

Linear Inequality and Linear Quasi-inequality of Interval Numbers
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摘要 区间数比较大小可以有很多方法.文中基于一种区间数比较大小的方法,提出了区间数线性不等式及拟不等式的概念,这种概念同样也适用于其他区间数排序.此外,根据区间数的运算法则分别给出了相应的解法,这种解不等式的方法同样也适用于其他一些区间数的排序. There are many ranking methods about interval numbers. The concepts of linear inequality and linear quasi-inequality of interval numbers based on one comparison of the interval numbers are introduced. These concepts can fit for other ranking methods. And then the corresponding solutions are given based on the computing method for operation. This method can also fit for other ranking methods.
出处 《烟台大学学报(自然科学与工程版)》 CAS 2007年第2期89-91,共3页 Journal of Yantai University(Natural Science and Engineering Edition)
基金 山东省自然科学基金资助项目(Y2003A01)
关键词 区间数 支集 区间数线性不等式 区间数线性拟不等式 interval numbers branch set linear inequality of interval numbers linear quasi-inequality of interval numbers
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  • 1刘进生,魏毅强,王绪柱.区间数判断矩阵的建立及其权重计算[J].系统工程,1993,11(3):42-46. 被引量:39
  • 2孟广武.区间值Fuzzy集的基本理论[J].应用数学,1993,6(2):212-217. 被引量:64
  • 3魏毅强,刘进生,王绪柱.不确定型AHP中判断矩阵的一致性概念及权重[J].系统工程理论与实践,1994,14(4):16-22. 被引量:191
  • 4徐泽水.模糊综合评价的排序方法研究[A]..Systems Engineering, Systems Science and Complexity Research [C].Research Information Ltd出版社, Hemel Hempstead Hp2 7TD, United Kingdom,2000.507- 511.
  • 5Ishihuchi H, Tanaka M. Multiobjective programming in optimization of the interval objective function[J]. European Journal of Operation Research,1990,48:219~225.
  • 6Yaman H, Karasan O E, Mustafa C. The robust spanning tree problem with interval data[J]. Operations Research Letters,2001,29:31~40.
  • 7Young R C.The algebra of many-valued quantities[J].Annals of Mathematics,1931,31:260~290.
  • 8Moore R E.Method and application of interval analysis[M].London:Prentice-Hall,1979.
  • 9Moore R,Lodwick W.Interval analysis and fuzzy set theory[J].Fuzzy Sets and Systems,2003,135:5~9.
  • 10杨伦标 高英仪.模糊数学原理及应用[M].广州:华南理工大学出版社,1996..

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