| 1. | Fuzzy weights and rank - ordering of projects
模糊权数与方案排序 |
| 2. | Radar emitter recognition identification based on fuzzy weighting method
基于模糊加权法的雷达辐射源识别 |
| 3. | Research on adaptive dynamic branch prediction algorithm based on fuzzy weight
基于模糊加权的动态自适应分支预测算法研究 |
| 4. | A parameter self - adjusting fuzzy weighted control of multivariable nonlinear system
多变量非线性系统参数自调整的模糊加权控制 |
| 5. | When both evidence and training data are fuzzy sets , the new method acts as a dual fuzzy weights of evidence method
该方法可以处理训练层和证据层均为模糊集合的情况，被称为双重模糊证据权方法。 |
| 6. | In this paper , we built a network model of the optimal cost flow in network with capacity and fuzzy weight , and give an algorithm for soloving the optimal cost flow according to fuzzy decision
建立赋模糊数为费用权的容量-费用网络中，据模糊决策来求解最佳费用流的网络模型，并给出这一模型的相应算法。 |
| 7. | This paper proposes an extended version of the fuzzy weights of evidence method , based on the fuzzy training layer for assessing and predicting the occurrence of area - events
摘要为了使在地理信息系统中被广泛用于点事件预测的证据权方法能对面事件进行评价和预测，提出了一种新的基于模糊训练层的证据权方法。 |
| 8. | Abstract : in this paper , we built a network model of the optimal cost flow in network with capacity and fuzzy weight , and give an algorithm for soloving the optimal cost flow according to fuzzy decision
文摘:建立赋模糊数为费用权的容量-费用网络中，据模糊决策来求解最佳费用流的网络模型，并给出这一模型的相应算法。 |
| 9. | 2 . to filter noise in the huge amounts of measurement points by non - contact measurement method and compress , segment and smooth the measurement points , a fuzzy weighted average filter method using fuzzy membership idea to optimize the weights by iteration method was proposed
提出了一种模糊加权均值滤波方法，该方法利用模糊隶属度思想，通过迭代优化权值，以剔除测点数据噪声，相对于均值滤波，能更有效地剔除测量数据中各种噪声信息；提出了一种数据压缩算法。 |
| 10. | Based on the principle of the cooperation , i . e , the correlative stochastic equations are located on the same probability level , the linear regression with fuzzy weight analysis is adopted to fit the test data , and the three - parameter stress - life curves of the mean and the mean square deviation are obtained
根据协同原理，即相关联的随机方程动态地处于同一概率水准，采用模糊随机加权线性回归方法对试验数据进行拟合，得到了三参数的应力-寿命模型均值和均方差曲线，从而求得在给定应力下各可靠度的疲劳寿命。 |
