特征结构的计算与说明

原始矩阵（直接影响矩阵）为

$$Ori=\begin{array}{|c|c|c|c|c|c|c|}\hline {M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &0 &31 &12 &46 &43 &34 &38 &24 &45 &23 &40 &30 &18\\ \hline A2 &25 &0 &19 &18 &38 &27 &27 &17 &36 &22 &44 &20 &9\\ \hline B1 &18 &38 &0 &39 &51 &34 &32 &19 &36 &42 &29 &34 &16\\ \hline B2 &24 &14 &16 &0 &45 &45 &24 &30 &36 &28 &33 &36 &22\\ \hline C1 &25 &26 &18 &21 &0 &36 &16 &21 &33 &25 &31 &36 &28\\ \hline C2 &19 &23 &45 &30 &32 &0 &14 &18 &23 &29 &25 &36 &34\\ \hline C3 &21 &24 &25 &37 &29 &27 &0 &28 &36 &32 &32 &27 &30\\ \hline C4 &32 &30 &21 &38 &31 &31 &36 &0 &31 &28 &27 &26 &26\\ \hline D1 &18 &29 &50 &21 &35 &50 &26 &33 &0 &31 &30 &42 &31\\ \hline D2 &14 &24 &27 &24 &23 &27 &36 &19 &35 &0 &17 &18 &35\\ \hline D3 &20 &19 &26 &15 &20 &23 &27 &15 &22 &29 &0 &28 &27\\ \hline E1 &30 &30 &34 &34 &43 &34 &29 &34 &28 &32 &43 &0 &41\\ \hline E2 &10 &15 &21 &12 &22 &10 &18 &20 &12 &28 &18 &16 &0\\ \hline \end{array} $$

规范直接关系矩阵求解过程 $$ \require{cancel} \require{AMScd} \begin{CD} O @>>>N \\ \end{CD} $$

$$\mathcal{N}=\begin{array}{|c|c|c|c|c|c|c|}\hline {M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &0 &0.057 &0.022 &0.085 &0.079 &0.062 &0.07 &0.044 &0.083 &0.042 &0.074 &0.055 &0.033\\ \hline A2 &0.046 &0 &0.035 &0.033 &0.07 &0.05 &0.05 &0.031 &0.066 &0.04 &0.081 &0.037 &0.017\\ \hline B1 &0.033 &0.07 &0 &0.072 &0.094 &0.062 &0.059 &0.035 &0.066 &0.077 &0.053 &0.062 &0.029\\ \hline B2 &0.044 &0.026 &0.029 &0 &0.083 &0.083 &0.044 &0.055 &0.066 &0.051 &0.061 &0.066 &0.04\\ \hline C1 &0.046 &0.048 &0.033 &0.039 &0 &0.066 &0.029 &0.039 &0.061 &0.046 &0.057 &0.066 &0.051\\ \hline C2 &0.035 &0.042 &0.083 &0.055 &0.059 &0 &0.026 &0.033 &0.042 &0.053 &0.046 &0.066 &0.062\\ \hline C3 &0.039 &0.044 &0.046 &0.068 &0.053 &0.05 &0 &0.051 &0.066 &0.059 &0.059 &0.05 &0.055\\ \hline C4 &0.059 &0.055 &0.039 &0.07 &0.057 &0.057 &0.066 &0 &0.057 &0.051 &0.05 &0.048 &0.048\\ \hline D1 &0.033 &0.053 &0.092 &0.039 &0.064 &0.092 &0.048 &0.061 &0 &0.057 &0.055 &0.077 &0.057\\ \hline D2 &0.026 &0.044 &0.05 &0.044 &0.042 &0.05 &0.066 &0.035 &0.064 &0 &0.031 &0.033 &0.064\\ \hline D3 &0.037 &0.035 &0.048 &0.028 &0.037 &0.042 &0.05 &0.028 &0.04 &0.053 &0 &0.051 &0.05\\ \hline E1 &0.055 &0.055 &0.062 &0.062 &0.079 &0.062 &0.053 &0.062 &0.051 &0.059 &0.079 &0 &0.075\\ \hline E2 &0.018 &0.028 &0.039 &0.022 &0.04 &0.018 &0.033 &0.037 &0.022 &0.051 &0.033 &0.029 &0\\ \hline \end{array} $$

综合影响矩阵求解过程 $$\begin{CD} N @>>>T \\ \end{CD} $$

　　综合影响矩阵如下

$T=\mathcal{N}(I-\mathcal{N})^{-1}$

$$T=\begin{array}{|c|c|c|c|c|c|c|}\hline {M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &0.069 &0.134 &0.108 &0.166 &0.181 &0.161 &0.15 &0.118 &0.175 &0.133 &0.167 &0.147 &0.119\\ \hline A2 &0.099 &0.064 &0.103 &0.101 &0.151 &0.128 &0.114 &0.089 &0.14 &0.113 &0.153 &0.111 &0.086\\ \hline B1 &0.102 &0.147 &0.087 &0.155 &0.196 &0.162 &0.141 &0.109 &0.162 &0.166 &0.149 &0.154 &0.116\\ \hline B2 &0.106 &0.1 &0.109 &0.081 &0.176 &0.171 &0.119 &0.122 &0.152 &0.135 &0.147 &0.15 &0.12\\ \hline C1 &0.101 &0.112 &0.104 &0.109 &0.089 &0.145 &0.098 &0.099 &0.137 &0.121 &0.134 &0.14 &0.121\\ \hline C2 &0.092 &0.11 &0.151 &0.127 &0.149 &0.086 &0.098 &0.096 &0.124 &0.131 &0.127 &0.142 &0.132\\ \hline C3 &0.099 &0.115 &0.122 &0.143 &0.148 &0.139 &0.077 &0.117 &0.15 &0.14 &0.143 &0.132 &0.13\\ \hline C4 &0.12 &0.127 &0.116 &0.148 &0.154 &0.148 &0.141 &0.07 &0.146 &0.135 &0.138 &0.133 &0.125\\ \hline D1 &0.103 &0.135 &0.175 &0.128 &0.172 &0.188 &0.132 &0.134 &0.1 &0.151 &0.152 &0.169 &0.143\\ \hline D2 &0.078 &0.105 &0.115 &0.11 &0.124 &0.125 &0.128 &0.092 &0.136 &0.073 &0.106 &0.105 &0.128\\ \hline D3 &0.084 &0.091 &0.107 &0.09 &0.112 &0.111 &0.108 &0.08 &0.108 &0.117 &0.069 &0.115 &0.109\\ \hline E1 &0.125 &0.137 &0.148 &0.151 &0.187 &0.164 &0.14 &0.137 &0.152 &0.153 &0.176 &0.098 &0.161\\ \hline E2 &0.055 &0.07 &0.082 &0.068 &0.096 &0.071 &0.078 &0.075 &0.074 &0.099 &0.083 &0.078 &0.046\\ \hline \end{array} $$

从综合影响矩阵$T$到ISM的处理过程简介

模糊相乘矩阵有$ \tilde B=T+I$

$$\tilde B=\begin{array} {c|c|c}{M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &1 &0.1338 &0.1084 &0.166 &0.1815 &0.1613 &0.1496 &0.1178 &0.1755 &0.133 &0.1671 &0.1474 &0.1188\\ \hline A2 &0.0987 &1 &0.1027 &0.1013 &0.1505 &0.128 &0.1144 &0.0895 &0.1404 &0.1125 &0.1535 &0.1111 &0.0855\\ \hline B1 &0.1018 &0.147 &1 &0.1549 &0.196 &0.1618 &0.1405 &0.1094 &0.1618 &0.1659 &0.1491 &0.1541 &0.1161\\ \hline B2 &0.106 &0.0998 &0.1094 &1 &0.1759 &0.1707 &0.1195 &0.1215 &0.1518 &0.1345 &0.1466 &0.1498 &0.1201\\ \hline C1 &0.1006 &0.1122 &0.1041 &0.109 &1 &0.1452 &0.0985 &0.0989 &0.1372 &0.1205 &0.1344 &0.1397 &0.1207\\ \hline C2 &0.0923 &0.11 &0.1506 &0.1271 &0.149 &1 &0.0979 &0.0959 &0.124 &0.131 &0.1269 &0.1424 &0.1325\\ \hline C3 &0.0992 &0.1148 &0.1216 &0.1427 &0.1478 &0.1386 &1 &0.1168 &0.1505 &0.1398 &0.1431 &0.1321 &0.1304\\ \hline C4 &0.1199 &0.127 &0.1164 &0.1476 &0.1544 &0.148 &0.1412 &1 &0.1456 &0.1351 &0.1382 &0.133 &0.1254\\ \hline D1 &0.1029 &0.1346 &0.1751 &0.1281 &0.1721 &0.1884 &0.1324 &0.1336 &1 &0.1506 &0.1519 &0.1688 &0.1429\\ \hline D2 &0.0781 &0.1049 &0.1149 &0.1101 &0.1243 &0.1254 &0.1278 &0.0923 &0.1364 &1 &0.1056 &0.1051 &0.1278\\ \hline D3 &0.0838 &0.0914 &0.1069 &0.0896 &0.112 &0.1113 &0.1078 &0.0801 &0.1083 &0.1172 &1 &0.115 &0.109\\ \hline E1 &0.1246 &0.1369 &0.1482 &0.1507 &0.1867 &0.164 &0.1396 &0.137 &0.1515 &0.1535 &0.1758 &1 &0.161\\ \hline E2 &0.0548 &0.0701 &0.0821 &0.0684 &0.0957 &0.0715 &0.0777 &0.0749 &0.0742 &0.0987 &0.0832 &0.0778 &1\\ \hline \end{array} $$

模糊可达矩阵$ \tilde R$　由模糊相乘矩阵根据最大最小算子一直乘下去直到不变。

$$\tilde R=\begin{array} {c|c|c}{M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &1 &0.147 &0.1751 &0.166 &0.1815 &0.1755 &0.1496 &0.137 &0.1755 &0.1659 &0.1688 &0.1688 &0.161\\ \hline A2 &0.1246 &1 &0.1452 &0.1452 &0.1505 &0.1452 &0.1405 &0.137 &0.1452 &0.1452 &0.1535 &0.1452 &0.1452\\ \hline B1 &0.1246 &0.147 &1 &0.1549 &0.196 &0.1618 &0.1405 &0.137 &0.1618 &0.1659 &0.1618 &0.1618 &0.161\\ \hline B2 &0.1246 &0.147 &0.1518 &1 &0.1759 &0.1707 &0.1405 &0.137 &0.1518 &0.1518 &0.1518 &0.1518 &0.1518\\ \hline C1 &0.1246 &0.1452 &0.1452 &0.1452 &1 &0.1452 &0.1405 &0.137 &0.1452 &0.1452 &0.1452 &0.1452 &0.1452\\ \hline C2 &0.1246 &0.147 &0.1506 &0.1506 &0.1506 &1 &0.1405 &0.137 &0.1506 &0.1506 &0.1506 &0.1506 &0.1506\\ \hline C3 &0.1246 &0.147 &0.1505 &0.1505 &0.1505 &0.1505 &1 &0.137 &0.1505 &0.1505 &0.1505 &0.1505 &0.1505\\ \hline C4 &0.1246 &0.147 &0.148 &0.148 &0.1544 &0.148 &0.1412 &1 &0.148 &0.148 &0.148 &0.148 &0.148\\ \hline D1 &0.1246 &0.147 &0.1751 &0.1549 &0.1751 &0.1884 &0.1405 &0.137 &1 &0.1659 &0.1688 &0.1688 &0.161\\ \hline D2 &0.1246 &0.1364 &0.1364 &0.1364 &0.1364 &0.1364 &0.1364 &0.1364 &0.1364 &1 &0.1364 &0.1364 &0.1364\\ \hline D3 &0.1172 &0.1172 &0.1172 &0.1172 &0.1172 &0.1172 &0.1172 &0.1172 &0.1172 &0.1172 &1 &0.1172 &0.1172\\ \hline E1 &0.1246 &0.147 &0.1515 &0.1515 &0.1867 &0.164 &0.1405 &0.137 &0.1515 &0.1535 &0.1758 &1 &0.161\\ \hline E2 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &0.0987 &1\\ \hline \end{array} $$

由阈值集合$\ddot \Delta $　得出综合影响矩阵$T$对应 36个结构。

序号	阈值集合中——特征阈值	聚类特征-对应截距$\lambda $数值区段
1	0.09873	0<$\lambda$<0.09873
2	0.11717	0.09873<$\lambda$<0.11717
3	0.12456	0.11717<$\lambda$<0.12456
4	0.13637	0.12456<$\lambda$<0.13637
5	0.13704	0.13637<$\lambda$<0.13704
6	0.14051	0.13704<$\lambda$<0.14051
7	0.14118	0.14051<$\lambda$<0.14118
8	0.14519	0.14118<$\lambda$<0.14519
9	0.147	0.14519<$\lambda$<0.147
10	0.14801	0.147<$\lambda$<0.14801
11	0.14961	0.14801<$\lambda$<0.14961
12	0.15048	0.14961<$\lambda$<0.15048
13	0.15054	0.15048<$\lambda$<0.15054
14	0.15055	0.15054<$\lambda$<0.15055
15	0.15152	0.15055<$\lambda$<0.15152
16	0.15179	0.15152<$\lambda$<0.15179
17	0.15345	0.15179<$\lambda$<0.15345
18	0.15349	0.15345<$\lambda$<0.15349
19	0.15441	0.15349<$\lambda$<0.15441
20	0.15494	0.15441<$\lambda$<0.15494
21	0.16096	0.15494<$\lambda$<0.16096
22	0.16178	0.16096<$\lambda$<0.16178
23	0.16398	0.16178<$\lambda$<0.16398
24	0.16587	0.16398<$\lambda$<0.16587
25	0.16603	0.16587<$\lambda$<0.16603
26	0.16878	0.16603<$\lambda$<0.16878
27	0.1707	0.16878<$\lambda$<0.1707
28	0.17515	0.1707<$\lambda$<0.17515
29	0.17545	0.17515<$\lambda$<0.17545
30	0.17576	0.17545<$\lambda$<0.17576
31	0.17588	0.17576<$\lambda$<0.17588
32	0.18148	0.17588<$\lambda$<0.18148
33	0.18669	0.18148<$\lambda$<0.18669
34	0.18839	0.18669<$\lambda$<0.18839
35	0.19604	0.18839<$\lambda$<0.19604
36	1	0.19604<$\lambda$<1

特征结构——不含孤立子系统

截距范围：0.149609952<$\lambda$<0.150476043

$$A_t=\begin{array} {c|c|c|c|c|c|c|c}{M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &1 & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline A2 & &1 & & &1 & & & & & &1 & & \\ \hline B1 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline B2 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline C1 & & & & &1 & & & & & & & & \\ \hline C2 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline C3 & & &1 &1 &1 &1 &1 & &1 &1 &1 &1 &1\\ \hline C4 & & & & &1 & & &1 & & & & & \\ \hline D1 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline D2 & & & & & & & & & &1 & & & \\ \hline D3 & & & & & & & & & & &1 & & \\ \hline E1 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline E2 & & & & & & & & & & & & &1\\ \hline \end{array} $$

$$WS_t=\begin{array}{c|c|c|c|c|c|c}{M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &0 &0 &0 &0.166 &0.1815 &0.1613 &0 &0 &0.1755 &0 &0.1671 &0 &0\\ \hline A2 &0 &0 &0 &0 &0.1505 &0 &0 &0 &0 &0 &0.1535 &0 &0\\ \hline B1 &0 &0 &0 &1 &0.196 &1 &0 &0 &1 &0.1659 &0 &1 &0\\ \hline B2 &0 &0 &1 &0 &0.1759 &1 &0 &0 &1 &0 &0 &1 &0\\ \hline C1 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline C2 &0 &0 &1 &1 &0 &0 &0 &0 &1 &0 &0 &1 &0\\ \hline C3 &0 &0 &0 &0 &0 &0 &0 &0 &0.1505 &0 &0 &0 &0\\ \hline C4 &0 &0 &0 &0 &0.1544 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline D1 &0 &0 &1 &1 &0.1721 &1 &0 &0 &0 &0.1506 &0.1519 &1 &0\\ \hline D2 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline D3 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline E1 &0 &0 &1 &1 &0.1867 &1 &0 &0 &1 &0.1535 &0.1758 &0 &0.161\\ \hline E2 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline \end{array} $$

含孤立子系统的特征结构

截距范围：0.150476043<$\lambda$<0.150540559

$$A_s=\begin{array} {c|c|c|c|c|c|c|c}{M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &1 & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline A2 & &1 & & &1 & & & & & &1 & & \\ \hline B1 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline B2 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline C1 & & & & &1 & & & & & & & & \\ \hline C2 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline C3 & & & & & & &1 & & & & & & \\ \hline C4 & & & & &1 & & &1 & & & & & \\ \hline D1 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline D2 & & & & & & & & & &1 & & & \\ \hline D3 & & & & & & & & & & &1 & & \\ \hline E1 & & &1 &1 &1 &1 & & &1 &1 &1 &1 &1\\ \hline E2 & & & & & & & & & & & & &1\\ \hline \end{array} $$

$$WS_s=\begin{array}{c|c|c|c|c|c|c}{M_{13 \times13}} &A1 &A2 &B1 &B2 &C1 &C2 &C3 &C4 &D1 &D2 &D3 &E1 &E2\\ \hline A1 &0 &0 &0 &0.166 &0.1815 &0.1613 &0 &0 &0.1755 &0 &0.1671 &0 &0\\ \hline A2 &0 &0 &0 &0 &0.1505 &0 &0 &0 &0 &0 &0.1535 &0 &0\\ \hline B1 &0 &0 &0 &1 &0.196 &1 &0 &0 &1 &0.1659 &0 &1 &0\\ \hline B2 &0 &0 &1 &0 &0.1759 &1 &0 &0 &1 &0 &0 &1 &0\\ \hline C1 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline C2 &0 &0 &1 &1 &0 &0 &0 &0 &1 &0 &0 &1 &0\\ \hline C3 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline C4 &0 &0 &0 &0 &0.1544 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline D1 &0 &0 &1 &1 &0.1721 &1 &0 &0 &0 &0.1506 &0.1519 &1 &0\\ \hline D2 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline D3 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline E1 &0 &0 &1 &1 &0.1867 &1 &0 &0 &1 &0.1535 &0.1758 &0 &0.161\\ \hline E2 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0 &0\\ \hline \end{array} $$

由综合影响矩阵求影响度、被影响度、中心度、原因度 \begin{CD} T @>>>\{D|C|M|R \} \\ \end{CD}

　　影响度、被影响度、中心度与原因度是四种度量要素在系统里影响程度的度量值。都是根据综合影响矩阵计算得出。

求解原理

影响度 $D$	$$ D_i=\sum \limits_{j=1}^{n}{t_{ij}},(i=1,2,3,\cdots,n) $$
被影响度 $C$	$$ C_i=\sum \limits_{j=1}^{n}{t_{ji}},(i=1,2,3,\cdots,n) $$
中心度 $M$	$$ M_i=D_i+C_i $$
原因度 $ R$	$$ R_i=D_i-C_i $$

结果

影响度、被影响度、中心度、原因度

$$\begin{array}{|c|c|c|c|c|c|c|}\hline {M_{13 \times4}} &Di &Ci &Mi &Ri\\ \hline A1 &1.83 &1.232 &3.062 &0.598\\ \hline A2 &1.452 &1.447 &2.899 &0.006\\ \hline B1 &1.845 &1.527 &3.373 &0.318\\ \hline B2 &1.686 &1.576 &3.263 &0.11\\ \hline C1 &1.51 &1.935 &3.445 &-0.425\\ \hline C2 &1.565 &1.8 &3.366 &-0.235\\ \hline C3 &1.654 &1.524 &3.178 &0.13\\ \hline C4 &1.702 &1.337 &3.039 &0.364\\ \hline D1 &1.881 &1.757 &3.638 &0.124\\ \hline D2 &1.425 &1.665 &3.091 &-0.24\\ \hline D3 &1.301 &1.744 &3.045 &-0.443\\ \hline E1 &1.928 &1.675 &3.603 &0.253\\ \hline E2 &0.975 &1.536 &2.511 &-0.561\\ \hline \end{array} $$

无孤立系统的中心度、原因度坐标体系综合影响关系特征结构图表

有孤立系统的中心度、原因度坐标体系综合影响关系特征结构图表

特征结构论文写作相关注意事项

数据来源即直接影响矩阵$O$的详细说明。直接影响矩阵O是整个流程中的输入。

参数选择。规范化（归一化）方法需要重点说明，采用不同的归一化方法会导致不同的结果。

输出结果为，1、带影响值的对抗层级拓扑图。2、带影响值的M,R直角坐标图

模糊可达矩阵，及阈值集合是一个重点。即综合影响矩阵$T$与对抗层级拓扑图是1对多的关系。

DEMATEL-ISM联用中特征突变结构的计算

特征结构的计算与说明

原始矩阵（直接影响矩阵）为

规范直接关系矩阵求解过程 $$ \require{cancel} \require{AMScd} \begin{CD} O @>>>N \\ \end{CD} $$

综合影响矩阵求解过程 $$\begin{CD} N @>>>T \\ \end{CD} $$

从综合影响矩阵$T$到ISM的处理过程简介

特征结构——不含孤立子系统

含孤立子系统的特征结构

由综合影响矩阵求影响度、被影响度、中心度、原因度 \begin{CD} T @>>>\{D|C|M|R \} \\ \end{CD}

求解原理

结果

无孤立系统的中心度、原因度坐标体系综合影响关系特征结构图表

有孤立系统的中心度、原因度坐标体系综合影响关系特征结构图表

特征结构论文写作相关注意事项