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- telescopic triangle fuzzy sets 伸缩式三角形模糊集
- This paper analyzes the limitation of calculating the quotiety of AHP indicator using triangle fuzzy matrix. 分析了三角模糊数法确定AHP指标权重时存在的缺陷。
- L. A. Zadeh, Fuzzy sets, Information and Control, 8: 338-353, 1965. 邓聚龙,灰色系统理论教程,华中理工大学出版社,1990。
- Section 3 discusses the aspects of fuzzy set theory that are used in the xx. 第3节讨论了xx领域模糊集理论的应用。
- Fuzzy linear programming with constraint coefficients of triangle fuzzy numbers is transformed into classical linear programming by using a new ranking criterion of fuzzy numbers. 摘要利用一种新的模糊数排序准则,提出了约束条件中含有三角模糊数的模糊线性规划转化为经典的线性规划的方法。
- The algorithm can deal with the situation in which job processing time is triangle fuzzy number and trapezoid fuzzy number, so that the common ability is strengthened. 同时为了减少计算误差,该算法计算时不需要将模糊时间转换为精确时间求解,可以同时处理作业加工时间是三角模糊数或梯形模糊数的情况,从而更具有通用性。
- On the other hand, Fuzzy Sets (FS) can be used to cope with this problem. 而模糊集(FS)为处理此类问题的良好方法。
- Dubois D, Prade H. Fuzzy Sets and systems[M]. London: Academic Press, l990. 73. 国家计委政策法规司.;招投标法释义[M]
- L.A.Zadeh, ”Fuzzy sets”, Information and control, Vol. 8, pp. 338-353, 1965. 杨英魁、孙宗瀛、郑魁香、林建德、蒋旭堂,“模糊控制理论与技术”,全华科技出版社,1996。
- L. A. Zadeh, 1965, Fuzzy Set, Information and control, Vol. 8, p338-353. 罗积玉,1994,多元统计分析-方法与应用,科技图书股份有限公司,台北。
- During the past decade, the theory of fuzzy sets has developed in a variety of directions. 过去十年中模糊集理论在多个方向发展。
- A New Ranking Method for Triangle Fuzzy Numbers 三角模糊数的一种新排序方法
- During the past decade,the theory of fuzzy sets has developed in a variety of directions. 过去十年中模糊集理论在多个方向发展。
- triangle fuzzy comprehensive evaluation 三角模糊综合评价
- A dyn amic fuzzy evaluation model is created,which is based on a discrete MARKOV process and fuzzy set theory. 利用马尔柯夫链和模糊集理论,建立多指标动态模糊评价模型。
- triangle fuzzy two poles comparison method 三角模糊数两极比例法
- Lead fuzzy sets into the mechanical products design and set up a new evaluating method for its scheme. 将模糊数学理论引入机械设计中,建立一种新的产品设计方案评价方法。
- Dubois, D.and Prade, H.,1980, “Fuzzy Sets and System: Theory and Application”, Academic Press Inc. 赵志勇,1997,“车辆学(一)”,全华科技出版股份有限公司。
- Moore R, Lodwick W. Interval Analysis and Fuzzy Set Theory [J]. Fuzzy Sets and System s, 2003, 135: 5-9. 樊治平;宫贤斌;张全.;区间数多指标决策中决策矩阵的规范化方法[J]
- H.Bandemer, S.Gottwald, “Fuzzy sets, Fuzzy logic, Fuzzy methods with applications”, John Wiley &Sons Ltd, 1995. 邹开其、徐扬,“模糊系统与专家系统”,儒林图书有限公司,1993。