基于Logistic回归模型的生计资本与生计策略研究——以云南新平县干热河谷傣族地区为例

赵文娟, 杨世龙, 王潇

The relationship between livelihood capital and livelihood strategy based on logistic regression model in Xinping County of Yuanjiang dry-hot valley

ZHAO Wenjuan,YANG Shilong,WANG Xiao

表4 农户生计资本指标与生计策略选择的多项式Logistic回归分析

Table 4 Polynomial logistic regression analysis on farmers’ livelihood capital indexes and livelihood strategies

农户类型 解释变量 B Std.Error Wald Sig Exp（B） 农兼型 截距 0.418 0.249 2.829 0.093 - N1 0.144 0.315 0.208 0.648 1.155 N2 -0.633 0.369 2.950 0.086 0.531 N3 -0.244 0.347 0.494 0.482 0.784 N4 0.000 0.317 0.000 0.999 1.000 H1 0.329 0.282 1.366 0.242 1.390 H2 0.045 0.284 0.025 0.874 1.046 H3 0.188 0.268 0.495 0.482 1.207 P1 -0.906 0.728 1.549 0.213 0.404 P2 0.162 0.247 0.431 0.512 1.176 P3 -0.391 0.286 1.876 0.171 0.676 F1 1.448 0.822 3.106 0.078 4.256 F2 0.103 0.527 0.038 0.845 1.108 S1 0.634 0.248 6.523 0.011 1.885 S2 0.155 0.309 0.252 0.615 1.168 S3 0.077 0.261 0.086 0.770 1.080 兼农型 截距 -3.251 0.997 10.633 0.001 - N1 -0.781 0.626 1.555 0.212 0.458 N2 -0.536 0.620 0.745 0.388 0.585 N3 -1.062 0.738 2.068 0.150 0.346 N4 0.184 0.501 0.135 0.714 1.202 H1 0.027 0.440 0.004 0.952 1.027 H2 0.688 0.442 2.430 0.119 1.990 H3 0.175 0.439 0.158 0.691 1.191 P1 -11.102 4.165 7.103 0.008 0.000 P2 0.011 0.407 0.001 0.978 1.011 P3 -0.592 0.432 1.876 0.171 0.553 F1 -3.309 1.839 3.238 0.072 0.037 F2 3.348 1.132 8.747 0.003 28.457 S1 0.591 0.428 1.906 0.167 1.805 S2 1.599 0.591 7.323 0.007 4.946 S3 0.338 0.535 0.400 0.527 1.403 参考类型：纯农型