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Simulation of ICESat-2 DEM using Machine Learning Algorithms

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Digital Elevation Model (DEM) is a representation of elevation data that represent terrain with or without overlaying objects of the Earth. It is the ideal and most widely used method for determining topography. DEMs are generated from various techniques such as traditional Surveying, Photogrammetry, InSAR, LiDAR, Clinometry and radargrammetry. It has been observed that mostly LiDAR-generated DEMs provide the best accuracy. The unavailability of LiDAR data in most of the region restricts global researchers from high-resolution and accurate DEMs. The recent launch of ICESat-2 with a 13m beam footprint and 0.7m pulse interval, promises elevations at high orbital precision. Its accuracy is of the order of few centimeters in complex topography, because of this ICESat-2 proves to be a good source to generate high-accuracy DEMs. ICESat-2 provides discrete photon data with elevations of points on the Earth’s surface. Traditional interpolation techniques tend to over-smooth the estimated space and still are unable to justify the complicated continuity in the topographical data. Machine learning algorithms are widely being used to extract patterns and spatial extent in geographic data. To estimate a DEM from ICESat-2 LiDAR point data, machine learning regression algorithms are implemented in this study. The present study has been performed for a plain region of Ghaziabad, Uttar Pradesh, India. Studies have shown that Cartosat-1 DEM V3 R1 product provides an accuracy of the order of 2m in predominantly plain regions, hence taken for this region. Current work focuses on comparing various regression-based machine-learning techniques to interpolate DEM from ICESat-2 data The RMSE of the interpolated DEM resulted from the Gradient Boosting Regressor, Random Forest Regressor, Decision Tree Regressor, and Multi-Layer Perceptron Regressor was 7.13m, 7.01m, 7.15m, and 3.76m, respectively when evaluated against the TANDEM-X DEM of the same region. The MLP Regressor is found to perform the best among the four algorithms tested.
Title: Simulation of ICESat-2 DEM using Machine Learning Algorithms
Description:
Digital Elevation Model (DEM) is a representation of elevation data that represent terrain with or without overlaying objects of the Earth.
It is the ideal and most widely used method for determining topography.
DEMs are generated from various techniques such as traditional Surveying, Photogrammetry, InSAR, LiDAR, Clinometry and radargrammetry.
It has been observed that mostly LiDAR-generated DEMs provide the best accuracy.
The unavailability of LiDAR data in most of the region restricts global researchers from high-resolution and accurate DEMs.
The recent launch of ICESat-2 with a 13m beam footprint and 0.
7m pulse interval, promises elevations at high orbital precision.
Its accuracy is of the order of few centimeters in complex topography, because of this ICESat-2 proves to be a good source to generate high-accuracy DEMs.
ICESat-2 provides discrete photon data with elevations of points on the Earth’s surface.
Traditional interpolation techniques tend to over-smooth the estimated space and still are unable to justify the complicated continuity in the topographical data.
Machine learning algorithms are widely being used to extract patterns and spatial extent in geographic data.
To estimate a DEM from ICESat-2 LiDAR point data, machine learning regression algorithms are implemented in this study.
The present study has been performed for a plain region of Ghaziabad, Uttar Pradesh, India.
Studies have shown that Cartosat-1 DEM V3 R1 product provides an accuracy of the order of 2m in predominantly plain regions, hence taken for this region.
Current work focuses on comparing various regression-based machine-learning techniques to interpolate DEM from ICESat-2 data The RMSE of the interpolated DEM resulted from the Gradient Boosting Regressor, Random Forest Regressor, Decision Tree Regressor, and Multi-Layer Perceptron Regressor was 7.
13m, 7.
01m, 7.
15m, and 3.
76m, respectively when evaluated against the TANDEM-X DEM of the same region.
The MLP Regressor is found to perform the best among the four algorithms tested.

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