1) Dynamic fuzzy objective
动态模糊目标
2) multi-objective fuzzy optimum dynamic programming
多目标模糊优选动态规划
1.
Combined with the feature of radar interference in modern naval combat, the model about radar interference resource distribution of warship is established with the theory of multi-objective fuzzy optimum dynamic programming.
针对现代海战中需干扰的敌目标雷达多而我方雷达干扰资源有限的特点,运用多目标模糊优选动态规划理论建立了舰艇雷达干扰资源分配的数学模型。
3) fuzzy goal
模糊目标
1.
The fuzzy goal flexible job-shop scheduling problem (FGFJSP) is the extension of FJSP.
具有模糊目标要求的柔性作业车间调度,是柔性作业车间调度的扩展,它能够满足生产实际中对成本、生产周期及交货期等多方面指示的要求。
2.
Judgment theorems can be used for the Nash equilibrium solutions when the membership functions of fuzzy goals are linear.
针对一类具有模糊目标的多目标双矩阵对策给出了基于粒子群优化的求解算法。
3.
The definition of equilibrium solution with respect to a degree of attainment of the fu-zzy goal which aims at a kind of double matrix games with fuzzy goals is given,and the computa-tional methods for the equilibrium solution are discussed,when the membership function of the fuzzy goals is linear.
针对一类具有模糊目标的双矩阵对策,给出了其关于模糊目标可达程度的平衡解的定义,讨论了当模糊目标的隶属函数是线性函数时平衡解的计算方法。
4) Fuzzy goals
模糊目标
1.
The use of fuzzy goals and fuzzy constraints in predictive control allows for a more flexible aggregation of the control objectives than the usual weighting sum of squared errors.
研究在预测控制框架下进行模糊决策问题 ,提出一种基于模糊目标和模糊约束的预测控制方法。
5) fuzzy objective
模糊目标
1.
By means of fuzzy mathematical method, the principle of robust design with fuzzy objective was studied and the rules of robust design based on fuzzy probability were put forward when the design objective had definite purposed character and had small the best character.
用模糊数学方法 ,对模糊目标时的稳健设计原理进行了研究 ,提出了望目特性和望小特性稳健设计的模糊概率型的稳健性准则 。
6) Dynamic object modeling
动态目标建模
补充资料:动态模糊聚类法
分子式:
CAS号:
性质:又称动态模糊聚类法。选定一批聚类中心,其指标能反映该类的特征,将样本向最近的聚类中心聚类。再根据分类结果确定新的聚类中心,其各项指标为该类中所有样本的相应指标的平均值。然后计算前后两聚类中心的差异,如差异大于某一阈值,说明分类不合理,需修改分类,即以新的聚类中心代替旧的聚类中心,直到前后两聚类中心的差异小于某一阈值,认为分类合理,从而终止分类过程。
CAS号:
性质:又称动态模糊聚类法。选定一批聚类中心,其指标能反映该类的特征,将样本向最近的聚类中心聚类。再根据分类结果确定新的聚类中心,其各项指标为该类中所有样本的相应指标的平均值。然后计算前后两聚类中心的差异,如差异大于某一阈值,说明分类不合理,需修改分类,即以新的聚类中心代替旧的聚类中心,直到前后两聚类中心的差异小于某一阈值,认为分类合理,从而终止分类过程。
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参考词条