参数 | | | | | | 95% 置信区间 |
| | 估计 | 标准误 | Z | Sig. | 下限 | 上限 |
常量 | [VAR00002 = 0] * [VAR00003 = 0] * [VAR00004 = 0] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 0] * [VAR00004 = 0] * [VAR00005 = 1] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 0] * [VAR00004 = 1] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 0] * [VAR00004 = 1] * [VAR00005 = 1] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 1] * [VAR00004 = 0] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 1] * [VAR00004 = 0] * [VAR00005 = 1] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 1] * [VAR00004 = 1] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 0] * [VAR00003 = 1] * [VAR00004 = 1] * [VAR00005 = 1] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 0] * [VAR00004 = 0] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 0] * [VAR00004 = 0] * [VAR00005 = 1] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 0] * [VAR00004 = 1] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 0] * [VAR00004 = 1] * [VAR00005 = 1] | 2.970a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 1] * [VAR00004 = 0] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 1] * [VAR00004 = 0] * [VAR00005 = 1] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 1] * [VAR00004 = 1] * [VAR00005 = 0] | -.693a | | | | | |
| [VAR00002 = 1] * [VAR00003 = 1] * [VAR00004 = 1] * [VAR00005 = 1] | 2.803a | | | | | |
[VAR00001 = 1] | -3.497 | 1.435 | -2.436 | 0.015 | -6.31 | -0.683 |
[VAR00001 = 2] | -0.932 | 0.463 | -2.012 | 0.044 | -1.839 | -0.024 |
[VAR00001 = 3] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 0] | 3.497 | 2.462 | 1.42 | 0.156 | -1.329 | 8.322 |
[VAR00001 = 1] * [VAR00002 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 0] | 0.932 | 2.053 | 0.454 | 0.65 | -3.092 | 4.955 |
[VAR00001 = 2] * [VAR00002 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 0] | -0.167 | 2.028 | -0.082 | 0.934 | -4.141 | 3.807 |
[VAR00001 = 1] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 0] | -0.334 | 0.669 | -0.499 | 0.617 | -1.645 | 0.977 |
[VAR00001 = 2] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00004 = 0] | 8.292 | 2.019 | 4.107 | 0 | 4.335 | 12.25 |
[VAR00001 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00004 = 0] | 4.227 | 1.513 | 2.795 | 0.005 | 1.263 | 7.192 |
[VAR00001 = 2] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00005 = 0] | 3.497 | 2.462 | 1.42 | 0.156 | -1.329 | 8.322 |
[VAR00001 = 1] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00005 = 0] | 0.932 | 2.053 | 0.454 | 0.65 | -3.092 | 4.955 |
[VAR00001 = 2] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 0] * [VAR00003 = 0] | 0.167 | 3.48 | 0.048 | 0.962 | -6.654 | 6.988 |
[VAR00001 = 1] * [VAR00002 = 0] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 1] * [VAR00003 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 1] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 0] * [VAR00003 = 0] | 3.701 | 2.553 | 1.45 | 0.147 | -1.302 | 8.705 |
[VAR00001 = 2] * [VAR00002 = 0] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 1] * [VAR00003 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 1] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] * [VAR00003 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] * [VAR00003 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] * [VAR00003 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 0] * [VAR00004 = 0] | -8.292 | 3.475 | -2.386 | 0.017 | -15.104 | -1.481 |
[VAR00001 = 1] * [VAR00002 = 0] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 1] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 0] * [VAR00004 = 0] | -4.227 | 3.208 | -1.318 | 0.188 | -10.514 | 2.059 |
[VAR00001 = 2] * [VAR00002 = 0] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 1] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 0] * [VAR00005 = 0] | -3.497 | 3.75 | -0.932 | 0.351 | -10.846 | 3.853 |
[VAR00001 = 1] * [VAR00002 = 0] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 1] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00002 = 1] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 0] * [VAR00005 = 0] | -0.932 | 3.495 | -0.267 | 0.79 | -7.781 | 5.918 |
[VAR00001 = 2] * [VAR00002 = 0] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 1] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00002 = 1] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 0] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00002 = 1] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 0] * [VAR00004 = 0] | -0.338 | 2.856 | -0.118 | 0.906 | -5.936 | 5.259 |
[VAR00001 = 1] * [VAR00003 = 0] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 1] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 0] * [VAR00004 = 0] | -1.863 | 2.278 | -0.818 | 0.413 | -6.327 | 2.601 |
[VAR00001 = 2] * [VAR00003 = 0] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 1] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 0] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 0] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 1] * [VAR00004 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 1] * [VAR00004 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 0] * [VAR00005 = 0] | 0.167 | 3.48 | 0.048 | 0.962 | -6.654 | 6.988 |
[VAR00001 = 1] * [VAR00003 = 0] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 1] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 1] * [VAR00003 = 1] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 0] * [VAR00005 = 0] | 0.334 | 2.906 | 0.115 | 0.908 | -5.362 | 6.031 |
[VAR00001 = 2] * [VAR00003 = 0] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 1] * [VAR00005 = 0] | 0b | . | . | . | . | . |
[VAR00001 = 2] * [VAR00003 = 1] * [VAR00005 = 1] | 0b | . | . | . | . | . |
[VAR00001 = 3] * [VAR00003 = 0] * [VAR00005 = 0] | 0b | . | . | . | . | . |
a. 在多项式假设中常量不作为参数使用。因此不计算它们的标准误差。 | | | | | | |
b. 此参数为冗余参数,因此将被设为零。 | | | | | | |
c. 模型:多项 Logit | | | | | | |
d. 设计:常量 + VAR00001 + VAR00001 * VAR00002 + VAR00001 * VAR00003 + VAR00001 * VAR00004 + VAR00001 * VAR00005 + VAR00001 * VAR00002 * VAR00003 + VAR00001 * VAR00002 * VAR00004 + VAR00001 * VAR00002 * VAR00005 + VAR00001 * VAR00003 * VAR00004 + VAR00001 * VAR00003 * VAR00005 + VAR00001 * VAR00004 * VAR00005 + VAR00001 * VAR00002 * VAR00003 * VAR00004 + VAR00001 * VAR00002 * VAR00003 * VAR00005 + VAR00001 * VAR00002 * VAR00004 * VAR00005 + VAR00001 * VAR00003 * VAR00004 * VAR00005 + VAR00001 * VAR00002 * VAR00003 * VAR00004 * VAR00005 |