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群体决策的混合偏差比规则
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作者 刘伟 《运筹学学报》 CSCD 2009年第3期119-126,共8页
偏差度规则和偏比度规则是群体决策的两个基本的基数型决策方法.本文将不同决策个体给出关于各方案对的偏差度和偏比度,分别转换成具相同衡量尺度的偏差数和偏比数,据此建立了一个同时可混合使用偏差度和偏比度进行决策择优的群体决策规... 偏差度规则和偏比度规则是群体决策的两个基本的基数型决策方法.本文将不同决策个体给出关于各方案对的偏差度和偏比度,分别转换成具相同衡量尺度的偏差数和偏比数,据此建立了一个同时可混合使用偏差度和偏比度进行决策择优的群体决策规则.我们验证了所构建的规则满足Arrow公理系的所有五个条件,并给出了据此新规则进行群体决策的步骤. 展开更多
关键词 运筹学 群体决策 差数 偏比数
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Method based on fuzzy linguistic scale and FIOWGA operator for decision-making problems 被引量:3
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作者 徐泽水 达庆利 《Journal of Southeast University(English Edition)》 EI CAS 2003年第1期88-91,共4页
In this paper, we present a fuzzy linguistic scale, which is characterized by triangular fuzzy numbers on [1/9, 9], for the comparison between two alternatives, and introduce a possibility degree formula for comparing... In this paper, we present a fuzzy linguistic scale, which is characterized by triangular fuzzy numbers on [1/9, 9], for the comparison between two alternatives, and introduce a possibility degree formula for comparing triangular fuzzy numbers. We utilize the fuzzy linguistic scale to construct a linguistic preference matrix, and propose a fuzzy induced ordered weighted geometric averaging (FIOWGA) operator to aggregate linguistic preference information. A method based on the fuzzy linguistic scale and FIOWGA operator for decision-making problems is presented. Finally, an illustrative example is given to verify the developed method and to demonstrate its feasibility and effectiveness. 展开更多
关键词 fuzzy linguistic scale triangular fuzzy numbers FIOWGA operator
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误差思想在数学高考中的应用 被引量:1
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作者 关丽娜 钟德光 郑伟庭 《中学教研(数学版)》 2017年第11期32-34,共3页
文章从简单的二阶矩阵不满足乘法交换律的例子入手,说明构造“误差”矩阵的原因,再由这种误差思想引入偏右(偏左)对称函数、偏右(偏左)等比数列等定义.接着,探索了这些定义的一些简单性质,并利用这些性质解决了一些数学高考压轴题.
关键词 误差思想 严格右(左)对称函数 正项右(左)等比数
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An effective quadrilateral mesh adaptation
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作者 KHATTRI Sanjay Kumar 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2006年第12期2018-2021,共4页
Accuracy of a simulation strongly depends on the grid quality. Here, quality means orthogonality at the boundaries and quasi-orthogonality within the critical regions, smoothness, bounded aspect ratios and solution ad... Accuracy of a simulation strongly depends on the grid quality. Here, quality means orthogonality at the boundaries and quasi-orthogonality within the critical regions, smoothness, bounded aspect ratios and solution adaptive behaviour. It is not recommended to refine the parts of the domain where the solution shows little variation. It is desired to concentrate grid points and cells in the part of the domain where the solution shows strong gradients or variations. We present a simple, effective and com- putationally efficient approach for quadrilateral mesh adaptation. Several numerical examples are presented for supporting our claim. 展开更多
关键词 Quadrilateral mesh Area functional Adaptive function JACOBIAN Partial differential equations
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