最后，通过对相对隶属度的加权排序，得到最优接入网络。
Finally, the optimal access network was chosen through the weighted ranking of the relative membership degree.
对于这一类问题，文章尝试引入相对隶属度反映效用水平，并用于有限博。
In this paper, we try to introduce relative membership degree to express utility value, and apply it to a finite game.
针对模糊综合评判方法存在部分失效的问题，提出一种相对隶属度加权平均法。
Aiming at the partial invalidity problem which exists in fuzzy comprehensive evaluations, this paper proposes a new relative membership grade weighted mean method.
首先文中给出对象指标相对隶属度矩阵和标准指标值相对隶属度矩阵的建立方法；
First, this paper provides the way of constructing the relative degree of membership matrix of targeting index.
此模型通过计算研究对象所属的各个已知模式的相对隶属度和级别特征值，判断了研究对象的分属模式。
The model can recognize research object pattern by counting its relative membership value to known patterns and its status value.
并通过水库洪水优化调度方案优选的实例分析了非线性程度和不同类型的相对隶属度计算公式对决策结果的影响。
The effects on the optimization results from non-linearization and different types are analyzed through the case study of optimum operation of flood control.
首先对指标进行模糊化，通过模糊多目标运算得到各目标的相对隶属度，进而确定各个水电站在流域梯级开发中的位置。
Indexes and weights are firstly fuzzified, then relative membership degree to objectives is obtained by fuzzy operation, and the place of power stations is defined in whole valley.
本文运用模糊数学思想，按照相对隶属度原则，通过制定各门课程之间的权重系数，建立了一种新的奖学金评定的模糊优选数学模型。
In this paper, a new model of optimizing fuzzy selection for criteria of prize was built, using fuzzy theory and membership grade by specified weight coefficients of different courses.
根据辩证唯物论关于差异与共维、中介和两极的观点，详细论述了模糊性、模糊概念、相对隶属度、相对隶属度函数等相对隶属度理论。
Fuzziness, fuzzy concept and theory of relative membership degree are detailed based on the perspective of dialectical materialism on difference and common dimension, medium transition and two poles.
但是，模糊模式识别评价方法采取的是计算相对隶属度，省去了确定绝对隶属函数的大量繁杂工作，并且在一定程度上消除了主观因素的影响。
But the fuzzy pattern recognition method is more practicable and can save a lot of work in defining membership functions and, to a certain extent, eliminate the influence of subjectivity.
采用基于熵权的模糊数学评价方法，借助于相对隶属度的概念评价了北京城市生态系统在某一特定时间内（1996~2003年）的相对健康状态。
This research assessed the health conditions of the Beijing urban ecosystem from 1996 to 2003 through use of a fuzzy logic approach on entropy weight.
采用差矩阵方法将各个方案的隶属度同基准方案隶属度进行比较，从而得到各个方案相对于基准方案的相对进步度。
This paper improves the model based on the fuzzy optimum theory, which uses the difference matrix method to compare the reference project and other projects.
采用差矩阵方法将各个方案的隶属度同基准方案隶属度进行比较，从而得到各个方案相对于基准方案的相对进步度。
This paper improves the model based on the fuzzy optimum theory, which uses the difference matrix method to compare the reference project and other projects.
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