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1)  double base points method
双基点法
1.
This paper analyzes the key influence factors of large scale project decisionmaking, puts out a model based on entropy coefficient and fuzzy theory, the double base points method for multiple attribute decision making is also used in this model.
结合模糊数学和熵的思想,运用多属性决策分析中的双基点法,该模型对大型社会公共项目决策的影响因素进行模糊分析,可为项目开发商分析关键影响因素提供决策参考,有一定的实际应用指导意义。
2.
The double base points method of multiple attribute decision making analysis was used to analyze the judgment results.
用模糊熵权对事先专家确定的指标权重进行修正确定指标体系的综合权重向量,有效地解决了权重分配困难的问题,运用多属性决策分析中的双基点法综合分析评标专家的判断结果。
2)  TOPSIS
双基点法
1.
To deal with the decision-making of new product development(NPD) project plan effectively,through analyzing its characteristic of multi-stage decision-making,a multi-stage and multi-indicator model for sequencing the NPD project plan is proposed,which is on the basis of entropy weight and TOPSIS(technique for order preference by similarity to solution).
为有效地对企业新产品研发(NPD)项目计划进行决策,通过分析NPD项目计划的多阶段决策特点,基于熵值权法和双基点法,提出了一个NPD项目计划序列的多阶段、多指标决策模型。
3)  two-base-point method
双基点方法
4)  double point evaluation method
双基点评价法
5)  the generalized double points method
广义双基点法
6)  way of estimation
熵权双基点法
补充资料:点对点法
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性质:发射光谱分析中,将金属试样制成两个锥体状电极,分别作为光源的上下电极,彼此相对以电弧或火花法进行激发摄谱。该法因无辅助电极,所摄光谱中可无其伴存谱线。

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