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Research article · 2025 · Full text

International Journal of Geography Geology and Environment

Assessment of landslide susceptibility in the western Ghats using machine learning algorithms

Zahra RahimiMohammad Ghorbani

Volume 7(1) · Pages 73–76 · DOI: 10.22271/27067483.2025.v7.i1b.538 ↗

Research areasLandslides and related hazardsTree Root and Stability StudiesSoil erosion and sediment transport

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Abstract

Author-written

Landslides kill more people in the Western Ghats each monsoon season than any other single geohazard. This research compared the performance of two machine learning algorithms—Random Forest (RF) and Support Vector Machine (SVM)—for mapping landslide susceptibility across a 1,240 km-squared section of the central Western Ghats. Seven conditioning factors were prepared in a GIS environment: slope angle, rainfall intensity, soil depth, land use, distance to stream, lithology, and aspect. A landslide inventory of 348 events compiled from satellite imagery and field surveys served as the target dataset. RF achieved an area under the receiver-operating-characteristic curve (AUC) of 0.91, outperforming SVM (AUC = 0.84). Slope angle and rainfall intensity ranked as the top two predictors in both models. The resulting susceptibility maps classified 18.3% of the research area as very high risk and 24.7% as high risk. These maps can support land-use planning and early-warning systems in monsoon-prone highland terrain.

Summary

Source-checked

Plain-language reading of the full paper, prepared with AI and checked against the text. Each point links to the authors' own words.

  1. Why it matters

    • In the Western Ghats, landslides are the deadliest geohazard during the monsoon season. View evidence ↗

      Why it matters

      In the Western Ghats, landslides are the deadliest geohazard during the monsoon season.

      In the paper's own words

      “Landslides kill more people in the Western Ghats each monsoon season than any other single geohazard.”

      Page 1

      Found in: Introduction

      Read it in the full textOpen PDF at page 1 ↗
    • Traditional mapping methods often fail to capture the complex, nonlinear interactions of real hillslope systems, creating a need for more advanced machine learning approaches. View evidence ↗

      Why it matters

      Traditional mapping methods often fail to capture the complex, nonlinear interactions of real hillslope systems, creating a need for more advanced machine learning approaches.

      In the paper's own words

      “Traditional susceptibility mapping relied on expert-weighted indices or simple statistical models such as frequency ratio and logistic regression [3]. These approaches work reasonably well when the relationship between conditioning factors and landslide occurrence is linear, but they struggle with the nonlinear, high-dimensional interactions that characterise real hillslope systems [4].”

      Page 1

      Found in: Introduction

      Read it in the full textOpen PDF at page 1 ↗
  2. The question

    • The study aimed to create a landslide inventory of 348 events over 1,240 km², compare Random Forest (RF) and Support Vector Machine (SVM) models, and produce a susceptibility map for local hazard planning. View evidence ↗

      The question

      The study aimed to create a landslide inventory of 348 events over 1,240 km², compare Random Forest (RF) and Support Vector Machine (SVM) models, and produce a susceptibility map for local hazard planning.

      In the paper's own words

      “This research aimed to fill that gap by: (a) assembling a multi-source landslide inventory of 348 events across a 1,240 km-squared area, (b) training and validating RF and SVM models using identical conditioning factors and sampling strategies, and (c) producing a susceptibility map that local authorities could incorporate into hazard zonation plans [10].”

      Page 1

      Found in: Introduction

      Read it in the full textOpen PDF at page 1 ↗
  3. What they did

    • The landslide inventory was built using Google Earth imagery from 2010-2022, Geological Survey of India records, and field surveys conducted from October 2022 to February 2023. View evidence ↗

      What they did

      The landslide inventory was built using Google Earth imagery from 2010-2022, Geological Survey of India records, and field surveys conducted from October 2022 to February 2023.

      In the paper's own words

      “A landslide inventory was compiled by combining three sources: visual interpretation of pre- and post-monsoon Google Earth imagery (2010-2022), records from the Geological Survey of India district office, and a dedicated field survey conducted between October 2022 and February 2023”

      Page 2

      Found in: Material

      Read it in the full textOpen PDF at page 2 ↗
    • The dataset consisted of 348 landslide points and 348 non-landslide points, split into 70% training and 30% validation sets. View evidence ↗

      What they did

      The dataset consisted of 348 landslide points and 348 non-landslide points, split into 70% training and 30% validation sets.

      In the paper's own words

      “The 348 landslide points were paired with an equal number of randomly generated non-landslide points located on stable slopes at least 500 m from any mapped event. The combined dataset was split 70:30 into training and validation subsets using stratified random sampling.”

      Page 2

      Found in: Methods

      Read it in the full textOpen PDF at page 2 ↗
    • Random Forest was implemented with 500 trees, while the Support Vector Machine used a radial basis function kernel with hyperparameters tuned via five-fold cross-validation. View evidence ↗

      What they did

      Random Forest was implemented with 500 trees, while the Support Vector Machine used a radial basis function kernel with hyperparameters tuned via five-fold cross-validation.

      In the paper's own words

      “RF was implemented with 500 trees and default node-splitting parameters in the R package 'random Forest'; SVM used a radial basis function kernel with hyperparameters (C and gamma) tuned through five-fold cross-validation [5, 6].”

      Page 2

      Found in: Methods

      Read it in the full textOpen PDF at page 2 ↗
  4. What they found

    • Random Forest outperformed SVM across all metrics, achieving higher overall accuracy (88.6% vs 81.3%), a higher Kappa statistic (0.77 vs 0.63), and a higher AUC (0.91 vs 0.84). View evidence ↗

      What they found

      Random Forest outperformed SVM across all metrics, achieving higher overall accuracy (88.6% vs 81.3%), a higher Kappa statistic (0.77 vs 0.63), and a higher AUC (0.91 vs 0.84).

      In the paper's own words

      “Metric | Random Forest | SVM | Difference Overall Accuracy (%) | 88.6 | 81.3 | +7.3 Kappa Statistic | 0.77 | 0.63 | +0.14 AUC | 0.91 | 0.84 | +0.07 Sensitivity (%) | 90.2 | 83.7 | +6.5 Specificity (%) | 87.1 | 78.9 | +8.2”

      Page 2

      Found in: Table 1

      Read it in the full textOpen PDF at page 2 ↗
    • Slope angle and rainfall intensity were the most important predictors, together accounting for approximately 45% of the combined importance in the RF model. View evidence ↗

      What they found

      Slope angle and rainfall intensity were the most important predictors, together accounting for approximately 45% of the combined importance in the RF model.

      In the paper's own words

      “Figure 2 confirms that slope angle and rainfall intensity were the dominant conditioning factors, accounting for roughly 45% of combined importance.”

      Page 3

      Found in: Conclusion

      Read it in the full textOpen PDF at page 3 ↗
    • The final susceptibility map identified 18.3% of the 1,240 km² area as very high risk and 24.7% as high risk. View evidence ↗

      What they found

      The final susceptibility map identified 18.3% of the 1,240 km² area as very high risk and 24.7% as high risk.

      In the paper's own words

      “The resulting hazard map classified 18.3% of the 1,240 km-squared research area as very high risk and a further 24.7% as high risk”

      Page 3

      Found in: Conclusion

      Read it in the full textOpen PDF at page 3 ↗
  5. What it means

    • The authors suggest that extending this RF-based approach to other districts and using real-time rainfall thresholds could create an operational early-warning system. View evidence ↗

      What it means

      The authors suggest that extending this RF-based approach to other districts and using real-time rainfall thresholds could create an operational early-warning system.

      In the paper's own words

      “Extension of this approach to adjacent districts, combined with real-time rainfall thresholds derived from the RF model, could support an operational early-warning system for monsoon-season landslides in the central Western Ghats.”

      Page 3

      Found in: Conclusion

      Read it in the full textOpen PDF at page 3 ↗
    • A limitation of the study is the use of a static landslide inventory from 2010 to 2022 that does not distinguish between temporal clusters of events. View evidence ↗

      What it means

      A limitation of the study is the use of a static landslide inventory from 2010 to 2022 that does not distinguish between temporal clusters of events.

      In the paper's own words

      “A limitation of this work is the reliance on a static inventory that blends events from 2010 to 2022 without distinguishing temporal clustering.”

      Page 3

      Found in: Discussion

      Read it in the full textOpen PDF at page 3 ↗

Visual summary

3 visuals

Illustrations explain the paper; charts are replotted from the paper's own table values.

AI-generated illustration
AI-generated conceptual illustration (a mountain slope in the Western Ghats). It explains the idea and does not show study data.↗ Enlarge
Conditioning Factors for Landslides
AI-generated conceptual illustration (a mountain slope in the Western Ghats). It explains the idea and does not show study data.

AI-generated conceptual illustration (a mountain slope in the Western Ghats). It explains the idea and does not show study data.

Open full-size image ↗

Conditioning Factors for Landslides

AI-generated conceptual illustration (a mountain slope in the Western Ghats). It explains the idea and does not show study data.

View source evidence ↗
Replotted from source data
Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.↗ Enlarge
Overall Accuracy (%): Random Forest vs SVM
Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.

Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.

Open full-size image ↗

Overall Accuracy (%): Random Forest vs SVM

Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.

View source evidence ↗
Replotted from source data
Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.↗ Enlarge
Kappa Statistic: Random Forest vs SVM
Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.

Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.

Open full-size image ↗

Kappa Statistic: Random Forest vs SVM

Replotted from Table 1 (page 2) of the original paper. Every bar is the paper's own table value.

View source evidence ↗

Figures & tables

From the original paper
Performance comparison of Random Forest and SVM modelsTable 1Page 2Scatter plot of predicted versus observed susceptibility index for Random Forest (red circles) and SVM (pink triangles).Figure 1Page 2Variable importance ranking from the Random Forest model, measured as mean decrease in accuracy.Figure 2Page 3
FULL TEXT Original article · reflowed for reading

Introduction

Every year, rainfall-triggered landslides in the Western Ghats destroy homes, block roads, and bury agricultural land, yet susceptibility maps for most districts remain either outdated or unavailable [1] . The mountain chain runs roughly 1,600 km along India's western coast and receives some of the heaviest monsoon rainfall on the subcontinent-locally exceeding 5,000 mm between June and September [2] . Steep escarpments, deeply weathered laterite profiles, and expanding road-cut networks combine to make the terrain highly slide-prone. Traditional susceptibility mapping relied on expert-weighted indices or simple statistical models such as frequency ratio and logistic regression [3] . These approaches work reasonably well when the relationship between conditioning factors and landslide occurrence is linear, but they struggle with the nonlinear, high-dimensional interactions that characterise real hillslope systems [4] . Machine learning algorithms have filled that gap in recent years. Random Forest, an ensemble of decision trees, handles mixed data types and missing values gracefully while providing built-in estimates of variable importance [5] . Support Vector Machine projects input features into a higher-dimensional space to find an optimal separating hyperplane, and it has shown strong generalisation on small-to-medium training sets [6] . Comparative assessments of RF and SVM for landslide work have been published for parts of the Himalayas [7] and for volcanic terrains in Southeast Asia [8] , but applications within the Western Ghats remain scarce. The few existing analyses covered small catchments and used limited inventories of fewer than 100 events, raising questions about how well the models would perform at a larger scale [9] . This research aimed to fill that gap by: (a) assembling a multi-source landslide inventory of 348 events across a 1,240 km-squared area, (b) training and validating RF and SVM models using identical conditioning factors and sampling strategies, and (c) producing a susceptibility map that local authorities could incorporate into hazard zonation plans [10] .

Research Area Description

The research area lies between 13.1°N and 13.7°N latitude in the central segment of the Western Ghats, Karnataka State, India, at elevations ranging from 120 m on the coastal plain to 1,480 m on the crest line.

The terrain is dissected by numerous short, westwardflowing rivers with steep longitudinal profiles. Bedrock comprises Archaean gneisses and charnockites overlain by laterite caps up to 15 m thick [1] . Annual rainfall averages 3,850 mm, delivered almost entirely between June and September. Dense tropical evergreen forest still covers about 46% of the area, but plantation crops (areca nut, rubber, coffee) have expanded into formerly forested midslopes over the past three decades [9] .

Material and Methods

Material and Methods

Material

A landslide inventory was compiled by combining three sources: visual interpretation of pre-and post-monsoon Google Earth imagery (2010-2022), records from the Geological Survey of India district office, and a dedicated field survey conducted between October 2022 and February 2023 from the Ahvaz Academy of Coastal and Marine Research under ethics protocol AACMR/GEO/2022-009 (approved 6 September 2022). Each mapped landslide was represented as a centroid point with attributes for type (translational, rotational, debris flow), estimated volume, and date of occurrence where known. The final inventory contained 348 events. Seven conditioning factors were prepared at 30-m resolution: slope angle and aspect from ALOS PALSAR DEM, rainfall intensity from India Meteorological Department gridded data, soil depth from the National Bureau of Soil Survey, land-use classification from Sentinel-2 imagery, lithology from the district geological map at 1:50,000, and Euclidean distance to the nearest stream derived from the drainage network [10] .

Methods

The 348 landslide points were paired with an equal number of randomly generated non-landslide points located on stable slopes at least 500 m from any mapped event. The combined dataset was split 70:30 into training and validation subsets using stratified random sampling. RF was implemented with 500 trees and default node-splitting parameters in the R package 'random Forest'; SVM used a radial basis function kernel with hyperparameters (C and gamma) tuned through five-fold cross-validation [5,6] . Model performance was assessed by overall accuracy, kappa statistic, and AUC. Variable importance was extracted from the RF model as the mean decrease in accuracy when each factor was permuted. The final susceptibility surface for each model was reclassified into five zones-very low, low, moderate, high, and very high-using the natural-breaks method [3] . Table 1 shows that RF outperformed SVM on every metric. The AUC gap of 0.07 indicates a meaningful improvement in discrimination between slide-prone and stable terrain. RF also achieved higher sensitivity (90.2% vs 83.7%), meaning fewer actual landslide sites were misclassified as safe.

Table 1. Performance comparison of Random Forest and SVM models
MetricRandom ForestSVMDifference
Overall Accuracy (%)88.681.3+7.3
Kappa Statistic0.770.63+0.14
AUC0.910.84+0.07
Sensitivity (%)90.283.7+6.5
Specificity (%)87.178.9+8.2

Table text extracted from the original PDF; superscript letters are shown inline. The original table image is below.

View original table image
Performance comparison of Random Forest and SVM models↗ Enlarge
Table 1
Performance comparison of Random Forest and SVM models

Performance comparison of Random Forest and SVM models

Open full-size image ↗
Original paper tableSource PDF · page 2 ↗

Results

Results

Discussion

The superiority of RF over SVM in this research matches a pattern seen across several recent comparative assessments in mountainous terrain [7,8] . RF's ability to average across 500 independent trees reduces overfitting, and its robustness to noisy categorical inputs-such as the lithology and landuse layers used here-gives it an edge where variable quality is uneven [5] . SVM's performance, while lower, was still acceptable (AUC = 0.84) and might improve with a larger training set or more granular hyperparameter tuning. The dominance of slope angle as the top predictor is unsurprising; steep terrain generates higher gravitational shear stress on the failure plane. But the near-equal importance of rainfall intensity deserves attention because it is the factor most directly affected by climate change.

Projections for the Western Ghats suggest a shift toward fewer but more intense rainfall events [2] , which could push currently 'moderate' zones into the high-susceptibility class without any change in topography or land use. A limitation of this work is the reliance on a static inventory that blends events from 2010 to 2022 without distinguishing temporal clustering. Some of the 348 events may have been triggered by a single extreme storm, inflating the apparent importance of rainfall at the expense of slower-acting factors such as land-use change. Incorporating time-stamped inventories in a dynamic modelling framework would be a valuable next step.

Conclusion

This research demonstrated that Random Forest mapping of landslide susceptibility in the Western Ghats outperformed Support Vector Machine across all accuracy metrics, achieving an AUC of 0.91 against 0.84 for SVM. Slope angle and monsoon rainfall intensity were the leading conditioning factors, together explaining nearly half the variance in susceptibility.

The resulting hazard map classified 18.3% of the 1,240 kmsquared research area as very high risk and a further 24.7% as high risk-zones that deserve priority attention in landuse planning and building-permit decisions. Extension of this approach to adjacent districts, combined with real-time rainfall thresholds derived from the RF model, could support an operational early-warning system for monsoonseason landslides in the central Western Ghats.

Figures and tables from the paper

Figure 1. Scatter plot of predicted versus observed susceptibility index for Random Forest (red circles) and SVM (pink triangles).
Scatter plot of predicted versus observed susceptibility index for Random Forest (red circles) and SVM (pink triangles).↗ Enlarge
Figure 1
Scatter plot of predicted versus observed susceptibility index for Random Forest (red circles) and SVM (pink triangles).

Scatter plot of predicted versus observed susceptibility index for Random Forest (red circles) and SVM (pink triangles).

Open full-size image ↗
Original paper figureSource PDF · page 2 ↗
Figure 2. Variable importance ranking from the Random Forest model, measured as mean decrease in accuracy.
Variable importance ranking from the Random Forest model, measured as mean decrease in accuracy.↗ Enlarge
Figure 2
Variable importance ranking from the Random Forest model, measured as mean decrease in accuracy.

Variable importance ranking from the Random Forest model, measured as mean decrease in accuracy.

Open full-size image ↗
Original paper figureSource PDF · page 3 ↗

References

14 in the original paper
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