利用最优传递矩阵对传统的AHP法进行了改进，建立了改进的层次分析法(IAHP)。
In this paper, the traditional AHP is improved by means of optimal transfer matrix, and the improved analysis of hierarchy process (IAHP) is established.
在指标权重系数的确定中，针对普通层次分析法的局限，采用最优传递矩阵法对群体判断矩阵进行优化处理；
While deciding the weight factors of the parameters, in the light of the limit of the general AHP, group judgment matrix is optimized by transfer matrix.
通过最优传递矩阵对传统层次分析法进行改进，解决了传统层次分析法判断矩阵一致性修正的难题，并采用改进的层次分析法确定模型权重分配集合。
Moreover, weighting system was determined by the three-mark matrix and consistency analysis of judgment matrix for traditional AHP was improved by the optimum transfer matrix.
研究结果揭开ITAE最优传递函数与加权矩阵Q，R的相互关系，有利于认识ITAE最优控制的本质。
The research results reveal the correlation between optimal transfer function of ITAE and weighting matrix Q or R, so as to recognize the essence of ITAE optimal control.
研究结果揭开ITAE最优传递函数与加权矩阵Q，R的相互关系，有利于认识ITAE最优控制的本质。
The research results reveal the correlation between optimal transfer function of ITAE and weighting matrix Q or R, so as to recognize the essence of ITAE optimal control.
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