解释结构模型方法运用——一步到位的计算方法,无须可达矩阵,速度飞快
你没有输入参数,本处随机给出一个
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鼠 | 牛 | 虎 | 兔 | 龙 | 蛇 | 马 | 羊 | 猴 | 鸡 | 狗 | 猪 | 天 | 地 | 雷 | 风 | 水 | 火 | 山 | 泽 |
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龙 |
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蛇 |
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马 |
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羊 |
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猴 |
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鸡 |
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狗 |
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猪 |
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雷 |
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风 |
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火 |
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山 |
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泽 |
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第一步:生成自乘矩阵
系统的邻接矩阵的表示
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鼠 | 牛 | 虎 | 兔 | 龙 | 蛇 | 马 | 羊 | 猴 | 鸡 | 狗 | 猪 | 天 | 地 | 雷 | 风 | 水 | 火 | 山 | 泽 |
鼠 |
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兔 |
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龙 |
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蛇 |
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马 |
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羊 |
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猴 |
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鸡 |
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雷 |
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风 |
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火 |
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山 |
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泽 |
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第二步:找出系统的回路,也就是强联通分量
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该矩阵有回路,其着色矩阵如下:
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鼠 |
雷 |
牛 |
虎 |
兔 |
狗 |
猪 |
火 |
天 |
山 |
水 |
地 |
龙 |
蛇 |
羊 |
马 |
猴 |
鸡 |
泽 |
风 |
鼠 | 1 |
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雷 | |
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牛 | |
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虎 | |
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兔 | |
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狗 | |
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猪 | |
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火 | |
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天 | |
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山 | 1 |
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水 | |
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龙 | |
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蛇 | |
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羊 | |
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马 | 1 |
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猴 | 1 |
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鸡 | |
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泽 | |
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风 | |
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层级结构如下:
第三步:根据回路的层级结构,进行计算获得最终层级结构图
结果优先最终层级结构图
原因优先最终层级结构图
第四步:获得缩减矩阵以及对应的层级图
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解释结构模型
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