1) Ideal point arrangement
理想点排序
2) approximate aspiration dot arrange method
近似理想点排序法
1.
In this paper we can get a satisfied solution of equilibrium as the reservoir s optimal dispatching plan from the combining way between pluriennial regulation s ‘long series time last method’ which is easy to come into being‘non inferior solution ’ and multiple target decision ‘approximate aspiration dot arrange method’ which can avoid the effect of decision maker s incline.
通过将便于“穷举”生成非劣解集的多年调节“长系列时历法”与能较好地避免决策者偏好影响的多目标决策“近似理想点排序法”相结合的途径 ,得出了满意均衡解水库兴利优化调度方案 。
3) technique for order preference by similarity to an ideal solution(TOPSIS)
逼近理想解排序法、理想点法
1.
By describing the basic theory of technique for order preference by similarity to an ideal solution(TOPSIS) based on Euclidian distance and applying it to the evaluation of black-start schemes,the black-start problem after a complete or partial blackout of power system is studied to guide the safe and stable operation of power grid.
通过介绍基于欧氏距离的逼近理想解排序法、理想点法(technique for order preference by similarity to anideal solution,TOPSIS)的基本原理,将其应用于黑启动方案评估,研究电力系统完全或部分停电后的黑启动问题,用以指导电网的安全稳定运行。
5) TOPSIS
逼近理想解排序法
1.
Using TOPSIS(Technique for Order Preference by Similarity to Ideal Solution),set the decision-making water bodies measure number as ideal solution,the max-difference number between the evaluation result and the measure result as the negative ideal solution,then Mul.
为了准确地评价水生态系统营养状态和综合决策,通过最大熵原理耦合模糊性与随机性,建立了最大熵模糊评价模型(FAME);利用逼近理想解排序法(TOPSIS),以待决策水体样本的实测值为理想解,以评价结果中与实测值相差最大的为负理想解,建立了多判据决策模型(MCDM)。
2.
By applying AHP in obtaining criteria weight and TOPSIS in ranking, we get satisfactory results.
用层次分析法获得准则的权重和用逼近理想解排序法进行维修服务质量的排序后,得到了满意的结果。
6) TOPSIS method
逼近理想解的排序法
1.
Analyzing the main factors affecting the importance of the position,get the numerical value of the factors by Delphi method,get the factors weight by AHP method,and gives the sequencing criterions by using TOPSIS method.
分析了影响阵地重要性的主要因素,采取德尔菲法获得指标值,采用层次分析法得到指标权重,利用逼近理想解的排序法对待选阵地的优劣进行了定量分析。
补充资料：理想点
理想点
ideal point
理想点【..1砷吐;聊~aa，“L反常点(血pro-per point)，无穷远点(pointat灿面ty，jnf面te】y.曲-扭nt卯int) 使平面完全化以描述某些几何关系’或系统的一个点.例如，一个反演(mv日旧ion)是由一理想点完全化的E司id平面上的一个一一映射;仿射平面由一理想点的完全化产生射影平面(p时刘凭p扭此)的概念.亦见无穷远元(放助j七】y抽tant ebrner血).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条