weighted geometric mean

A Consistency Improving Method Based on Possibility-Satisfiability Degree and Weighted Geometric Mean

一种基于可能满意度与加权几何平均的一致性改进方法

The purpose of this paper is to study the discrete weighted geometric mean inequality .

本文研究离散形式的加权几何平均不等式。

Research on consistency and eigenvalue of the weighted geometric mean judgement matrix

综合判断矩阵的一致性及特征值问题研究

Weighted geometric mean inequality

加权几何平均不等式

The acceptable consistency can be achieved gradually with the original preference information preserved furthest when combining the PS method and the traditional weighted geometric mean algorithm for improvement .

通过与加权几何平均改进方法相结合，在最大限度保留决策者原始判断信息条件下，逐步达到可接受的一致性。

Accompanied with the traditional weighted geometric mean method , the improvement extent of the inconsistent matrix can be controlled effectively with this index , and acceptable consistency can be achieved gradually with minimum deviation from the ( original ) preference .

利用该指标，并结合常用的加权几何平均改进算法，可以有效地控制不一致判断矩阵的调整力度，在对决策者原始判断信息偏离最小条件下，逐步达到可接受的一致性。