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基于Logistic模型的山区县域村分类方法研究 —   —以重庆市巫溪县为例
韩贵锋1, 熊江鹏2, 刘高翔3, 李 琳2, 雷 洁2, 卢雨蓉2
1.( 通讯作者):重庆大学建筑城规学院,教授, 博士生导师,hangf@cqu.edu.cn;2.重庆大学建筑城规学院,硕士研究生;3.重庆大学环境与生态学院,博士研究生
摘要:
为了实现乡村振兴战略对村分类(搬 迁撤并、城郊融合、集聚提升和特色保护) 的要求,以典型的山地县域重庆市巫溪县为 例,从生态保护、社会经济和历史人文等指 标体系中筛选12个指标作为自变量,构建多 分类Logistic回归模型,快速精准识别村分 类。以通过评审的村布局方案中随机选取 170个村作为实验样本,以特色保护类为参照 组,回归模型的拟合优度高达0.911。利用模 型对剩余的119个村类型进行预测,搬迁撤 并、城郊融合、集聚提升、特色保护四种分类的正确率分别为90.57%、86.36%、88.89%、82.35%,对预测概率较低(<75%)的个别样本加 以人工判断,可得到较理想的分类结果。该方法可以对村进行快速初分类,为人工判别与调整 提供了初始分类方案,提高了村分类的科学性和工作效率,弥补了当前村分类方法的不足。
关键词:  Logistic回归  村分类  村规划  乡村振兴  山地区域
DOI:10.13791/j.cnki.hsfwest.20210206
分类号:
基金项目:“十三五”国家重点研发计划项目(2018YFD 1100304);中央高校基本科研业务费专项项 目(2020CDCGJZ046)
A Classification Method of Mountainous Villages Based on Logistic Model: A Case Studyon Wuxi County, Chongqing Municiparity
HAN Guifeng,XIONG Jiangpeng,LIU Gaoxianɡ,LI Lin,LEI Jie,LU Yurong
Abstract:
In the context of rural revitalization and territorial spatial planning, it is an important step to divide a large number of villages into different types before making village planning. In order to identify types of villages quickly and accurately in mountainous area, taking administrative village (total 289) in Wuxi county in Chongqing Municiparity as an example, a multiple logistic regression model is established in which the independent variables are four types (relocation and merging, urban-suburban integration, agglomeration for improvement, protection due to special characteristics) and the dependent variables are 12 indicators including ecological protection, social economy, history and culture, base on 170 villages randomly selected from the approved village layout scheme. In the model, the reference group is protection due to special characteristics type. SPSS25.0 software is used to construct the multi classification logistic regression model and calculate the fitting coefficient of the regression model. The results show that Nagelkerke R 2 =0.911, Cox & Snell R 2 =0.839, McFadden R 2 =0.721, the comprehensive accuracy of regression model is as high as 91.20%, and the fitting effect is good. The results of the relocation and merging model show that the proportion of the area covered by the ecological protection red line, the total economic volume, the village level, the scale of the village construction land, the distance from the center of the county, the scale of historical cultural sites, and whether the village is a characteristic tourist village have a significant impact. The results of the urban-suburban integration model show that the tourism income, the village level, the scale of the village construction land, the distance from the center of the county, the road network density, the scale of historical cultural sites, and whether the village is a characteristic tourist village have a significant impact. The results of the agglomeration for improvement model show that the proportion of the area covered by the ecological protection red line, the tourism income the village level, the population potential, the scale of the village construction land, the scale of historical cultural sites, the scale of rural tourism projects, and whether the village is a characteristic tourist village have a significant impact. Then the model is used to predict the remaining 119 administrative villages, the accuracies of the four types of relocation and merging or urban-suburban integration, agglomeration for improvement and protection due to special characteristics are 90.57%, 86.36%, 88.89% and 82.35% respectively, and the comprehensive correct rate is as high as 87.97%. Then the model is used to predict 289 administrative villages, and the comprehensive correct rate is as high as 89.97%.The main reason for the misclassification is the homogenization of village characteristic indexes. Compared with the correct classification of villages, the indicators of the misclassified villages are not prominent, which can be accurately classified only by combining with the actual situation and assisted by artificial judgment. However, the prediction and classification of the model are completely based on the rules of data, which leads to the inconsistency between the predicted village classification and the actual classification. According to the simulation prediction probability, only 12 villages with a probability of less than 75% (total 52) are misclassified, and only 2 villages with a probability of less than 50% (total 8) are misclassified. It can be seen that most of the classifications predicted by the model are in line with reality. Combined with the characteristics of the county and the spatial distribution rules of each classification, the ideal classification result can be obtained by manually judging several samples with low prediction probability (less than 75%) based on the prediction of the model. The accuracy of the multiple logistic regression model depends on the comprehensiveness of the indicators and the number of randomly selected typical samples. The perfect index system and the representative index with low correlation are more conducive to the construction of stable model. According to the actual situation, the selection of regional characteristics index can make the classification results more in line with the reality. In addition, the village classification process is complex, and there are few models which can be taken into account all the influencing factors, including some factors that are difficult to quantify. Therefore, further manual subdivision is necessary. In general, this method combines sufficient quantitative analysis and a small amount of artificial judgment, which can greatly reduce the workload and subjectivity of traditional classification of villages. It can not only be applied in village classification in mountainous area, but also can be applied in plain and hilly area with adjusting indicators according to local characteristics, which is conducive to improving the scientificity and work efficiency of village classification. It is necessary for all regions to modify and coordinate according to the actual situation.
Key words:  Multinomial Logistic Regression  Village Classification  Village Planning  Rural Revitalization  Mountainous Area