Landslide Susceptibility Assessment in Active Tectonic Areas Using Machine Learning Algorithms
Abstract
:1. Introduction
2. Study Area
3. Methods and Materials
3.1. Selection of Evaluation Factors
3.2. Data Preprocessing
3.3. Selection of Machine Learning Algorithms
3.4. Parameter Preprocessing
4. Results
4.1. Collinearity Analysis of Factors
4.2. Evaluation and Optimization of Models
4.3. Landslide Susceptibility Mapping
4.4. On-Site Verification of Susceptibility Assessment Results
5. Discussion
6. Conclusions
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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Type | Data | Abbr. | Source | Spatial Resolution |
---|---|---|---|---|
Topography | Slope gradient | AS | Derived from DEM | 12.5 m |
Slope aspect | SA | Derived from DEM | 12.5 m | |
Elevation | EL | Derived from DEM | 12.5 m | |
Local relief | LR | Derived from DEM | 12.5 m | |
Planar curvature | PLC | Derived from DEM | 12.5 m | |
Profile curvature | PRC | Derived from DEM | 12.5 m | |
Topographic wetness index | TWI | Derived from DEM | 12.5 m | |
Surface roughness index | SR | Derived from DEM | 12.5 m | |
Distance to river | DR | Derived from DEM | 12.5 m | |
Geology | Formation lithological index | FLI | Geo-map | 1:100,000 |
Distance to fault | DF | Geo-map | 1:50,000 | |
Topographic/bedding-plane intersection angle | TOBIA | Geo-map | 1:100,000 | |
Material | Land use | LU | GLC_FCS30-2020 | 30 m |
Soil type | ST | HWSD | 1 km | |
Normalized Difference Vegetation Index | NDVI | GF-1 satellite | 8 m | |
Human activity and inducing factors | Distance to road | DTR | Google Earth image | 1 m |
population density | PD | 91 Weitu | 1 km2 | |
Annual precipitation index | API | 2000–2020 | year |
Models | Characteristic |
---|---|
Random Forest Classifier | Uses many classification trees to stabilize model predictions. Each decision of a tree is further based on a randomly selected predictor, and the predictions of category assignments are determined by a majority vote of all trees. The proportion of trees predicting the existence of landslides in the set can be used as an indicator of landslide susceptibility. |
Bagging Classifier | An ensemble algorithm that establishes multiple instances estimated by black boxes on a random subset of the original training set and then, aggregates these predictions to form the final prediction. |
K-Neighbors Classifier | For the training set, the categories of the individual instances have been determined. During the classification process, for new instances, predictions are made through majority voting based on the categories of their K nearest neighbor training instances. |
Decision Tree | An instance-based inductive learning method that can refine a tree-like classification model from a given unordered training sample. |
Extra Tree | A variant of Random Forest. |
Gradient Boosting | This model applies the gradient descent technique to the regression tree. The principle is to treat the value of the basic learner (regression tree) in each iteration on x as the negative gradient of the loss function space on x, and the coefficient before the basic learner is treated as the step size to approximate the minimum value of the error function space. |
XGBoost | Uses the boosting technique to randomly divide the initial sample set into k parts, and then divides each subset into a training set and a validation set by a 2:1 ratio to generate a decision tree. |
AdaBoost | An integrated learning technology that can turn a weak learner into a strong learner with higher prediction accuracy. |
Logistic Regression | A fitting method for classifying records based on the values of conditional variables to estimate the probability of an event occurring. |
Linear Discriminant Analysis | Involves the projection of high-dimensional pattern samples into the space of the best discriminating vectors to extract categorical information and compress the dimensionality of the feature space. |
SGDClassifier | Achieved in a “one-vs-all (OVA)” manner by combining multiple binary classifications. |
Bernoulli-NB and Gaussian-NB | Based on the concept of Bayesian probability, assuming that each attribute is independent of all other attributes to obtain the probability of each feature, and using a higher probability as the prediction result. |
Quadratic Discriminant Analysis | Here, the assumptions made are more stringent than those of Logistic Regression, but when these assumptions are met, discriminant analysis can be used as a useful alternative or supplement to Logistic Regression. |
Passive Aggressive Classifier | An online learning algorithm used for regression and classification. Compared to Support Vector Machine, it is easy to use and works faster, but cannot provide high accuracy like Support Vector Machine. |
Perceptron | A supervised learning algorithm based on binary classification that can predict whether the input represented by a digital vector belongs to a specific class. |
Predicted Label | |||
---|---|---|---|
Positive | Negative | ||
True label | Positive | True Positive (TP) | False Negative (FN) |
Negative | False Positive (FP) | True Negative (TN) |
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Qi, T.; Meng, X.; Zhao, Y. Landslide Susceptibility Assessment in Active Tectonic Areas Using Machine Learning Algorithms. Remote Sens. 2024, 16, 2724. https://doi.org/10.3390/rs16152724
Qi T, Meng X, Zhao Y. Landslide Susceptibility Assessment in Active Tectonic Areas Using Machine Learning Algorithms. Remote Sensing. 2024; 16(15):2724. https://doi.org/10.3390/rs16152724
Chicago/Turabian StyleQi, Tianjun, Xingmin Meng, and Yan Zhao. 2024. "Landslide Susceptibility Assessment in Active Tectonic Areas Using Machine Learning Algorithms" Remote Sensing 16, no. 15: 2724. https://doi.org/10.3390/rs16152724
APA StyleQi, T., Meng, X., & Zhao, Y. (2024). Landslide Susceptibility Assessment in Active Tectonic Areas Using Machine Learning Algorithms. Remote Sensing, 16(15), 2724. https://doi.org/10.3390/rs16152724