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Segmentation of Laser Point Clouds in Urban Areas by a Modified Normalized Cut Method
IEEE Transactions on Pattern Analysis and Machine Intelligence
|September 18, 2018
Summary
This study introduces Distance-weighted Cut (DWCut), a novel method for segmenting urban laser point clouds. DWCut enhances Normalized Cut by incorporating distance-based weights, improving segmentation of objects with planar surfaces.
Area of Science:
- Computer Vision
- Geospatial Data Analysis
- Computational Geometry
Background:
- Normalized Cut is a standard image segmentation technique.
- Existing methods struggle with segmenting urban laser point clouds, especially polyhedral objects with planar surfaces.
- Normalized Cut's preference for short cut lines is suboptimal for point cloud segmentation.
Purpose of the Study:
- To adapt and improve the Normalized Cut algorithm for segmenting urban laser point clouds.
- To address the limitations of Normalized Cut in handling planar surfaces and cut line lengths.
- To introduce a modified segmentation method, Distance-weighted Cut (DWCut), for enhanced point cloud analysis.
Main Methods:
- Modification of the Normalized Cut target function by incorporating distance-dependent weights.
- Development of the Distance-weighted Cut (DWCut) minimization problem.
- Application of a Krylov subspace method for efficient numerical solution of the generalized eigenvalue problem.
- Integration of aggregation techniques to optimize computational efficiency and robustness.
Main Results:
- The Distance-weighted Cut (DWCut) method effectively segments polyhedral objects with planar surfaces in urban laser point clouds.
- DWCut overcomes the limitations of Normalized Cut by optimizing cut surface properties.
- Numerical solutions via Krylov subspace methods are efficient.
- Combined DWCut and aggregation show successful application and improved segmentation accuracy.
Conclusions:
- Distance-weighted Cut (DWCut) offers a significant improvement over Normalized Cut for urban laser point cloud segmentation.
- The modified target function provides better interpretability and overcomes drawbacks of the original method.
- Efficient numerical solutions and aggregation strategies make DWCut practical for real-world applications.
- The method demonstrates successful application and validates its effectiveness through comparison with manual segmentations.
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