中文说明：层次分析法是将决策问题按总目标、各层子目标、评价准则直至具体的备投方案的顺序分解为不同的层次结构，然后得用求解判断矩阵特征向量的办法，求得每一层次的各元素对上一层次某元素的优先权重，最后再加权和的方法递阶归并各备择方案对总目标的最终权重，此最终权重最大者即为最优方案。这里所谓“优先权重”是一种相对的量度，它表明各备择方案在某一特点的评价准则或子目标，标下优越程度的相对量度，以及各子目标对上一层目标而言重要程度的相对量度。层次分析法比较适合于具有分层交错评价指标的目标系统，而且目标值又难于定量描述的决策问题。其用法是构造判断矩阵，求出其最大特征值。及其所对应的特征向量W，归一化后，即为某一层次指标对于上一层次某相关指标的相对重要性权值。
English Description：
Levels analysis method is will decision problem by total target, and each layer child target, and evaluation guidelines until specific of prepared voted programme of order decomposition for different of levels structure, then have with solution judge matrix features vector of approach, obtained each levels of each elements on Shang a levels a elements of priority weight, last again weighted and of method handed order merge each prepared optional programme on total target of eventually weight, this eventually weight maximum who that for optimal programme. Here the so-called "priority weights" is a relative measure, it shows various alternatives in a particular guidelines for the assessment subgoals, standard superior degree of measurement, as well as the target for on target, relative measure of importance. Analytic hierarchy process with layered crisscross is more suitable for evaluation of the target system, and the target value was difficult to