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The application of GIS-based logistic regression for landslide susceptibility mapping in the Kakuda-Yahiko Mountains, Central Japan

机译:基于GIS的Logistic回归在中部角田弥彦山滑坡敏感性图中的应用。

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As a first step forward in regional hazard management, multivariate statistical analysis in the form of logistic regression was used to produce a landslide susceptibility map in the Kakuda-Yahiko Mountains of Central Japan. There are different methods to prepare landslide susceptibility maps. The use of logistic regression in this study stemmed not only from the fact that this approach relaxes the strict assumptions required by other multivariate statistical methods, but also to demonstrate that it can be combined with bivariate statistical analyses (BSA) to simplify the interpretation of the model obtained at the end. In susceptibility mapping, the use of logistic regression is to find the best fitting function to describe the relationship between the presence or absence of landslides (dependent variable) and a set of independent parameters such as slope angle and lithology. Here, an inventory map of 87 landslides was used to produce a dependent variable, which takes a value of 0 for the absence and 1 for the presence of slope failures. Lithology, bed rock-slope relationship, lineaments, slope gradient, aspect, elevation and road network were taken as independent parameters. The effect of each parameter on landslide occurrence was assessed from the corresponding coefficient that appears in the logistic regression function. The interpretations of the coefficients showed that road network plays a major role in determining landslide occurrence and distribution. Among the geomorphological parameters, aspect and slope gradient have a more significant contribution than elevation, although field observations showed that the latter is a good estimator of the approximate location of slope cuts. Using a predicted map of probability, the study area was classified into five categories of landslide susceptibility: extremely low, very low, low, medium and high. The medium and high susceptibility zones make up 8.87% of the total study area and involve mid-altitude slopes in the eastern part of Kakuda Mountain and the central and southern parts of Yahiko Mountain.
机译:作为区域灾害管理的第一步,采用逻辑回归的多元统计分析方法在日本中部的角田八彦山上绘制了滑坡敏感性图。有多种方法可以绘制滑坡敏感性图。在本研究中使用逻辑回归不仅是因为该方法放宽了其他多元统计方法所要求的严格假设,而且还证明了它可以与双变量统计分析(BSA)结合使用以简化对方法的解释。最后获得的模型。在磁化率绘图中,逻辑回归的用途是找到最佳拟合函数,以描述滑坡的存在与否(因变量)与一组独立参数(例如倾斜角和岩性)之间的关系。在这里,使用了一张包含87个滑坡的清单图来生成因变量,对于不存在的变量,值为0;对于存在边坡破坏的变量,值为1。岩性,基岩坡度关系,地貌,坡度,纵横比,高程和路网均作为独立参数。从出现在逻辑回归函数中的相应系数评估每个参数对滑坡发生的影响。系数的解释表明,道路网络在确定滑坡的发生和分布中起主要作用。在地貌参数中,坡度和坡度梯度比海拔具有更大的影响,尽管现场观察表明,坡度和坡度是估算坡口近似位置的良好方法。使用预测的概率图,将研究区域分为五类滑坡敏感性:极低,极低,低,中和高。中高敏感性区占研究总面积的8.87%,涉及角田山东部和弥彦山中部和南部的中海拔斜坡。

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