SVN-ICP: Uncertainty Estimation of ICP-Based LiDAR Odometry Using Stein Variational Newton
Shiping Ma, Haoming Zhang, Marc Toussaint
AI summary
Problem
Standard ICP-based LiDAR odometry lacks reliable uncertainty quantification, forcing multisensor fusion systems to rely on fixed heuristics or hand-crafted noise models that degrade in complex or degenerative environments.
Approach
SVN-ICP approximates the pose posterior using particles via Stein Variational Newton on the SE(3) manifold, automatically deriving consistent uncertainty estimates without explicit noise modeling.
Key results
- Eliminates manual noise tuning while maintaining accurate pose estimation
- Provides reliable, adaptive uncertainty estimates that reflect LiDAR degradation
- Outperforms best-in-class baselines on SubT-MRS and GEODE datasets
- Achieves efficient computation via GPU acceleration and early-stopping
Why it matters
Enables robust, uncertainty-aware sensor fusion for autonomous navigation in real-world, LiDAR-degraded environments where traditional methods fail.
Abstract
This letter introduces SVN-ICP, a novel Iterative Closest Point (ICP) algorithm with uncertainty estimation that leverages Stein Variational Newton (SVN) on manifold. Designed specifically for fusing LiDAR odometry in multisensor systems, the proposed method ensures accurate pose estimation and consistent noise parameter inference, even in LiDAR-degraded environments. By approximating the posterior distribution using particles within the Stein Variational Inference framework, SVN- ICP eliminates the need for explicit noise modeling or manual parameter tuning. To evaluate its effectiveness, we integrate SVN- ICP into a simple error-state Kalman filter alongside an IMU and test it across multiple datasets spanning diverse environments and robot types. Extensive experimental results demonstrate that our approach outperforms best-in-class methods on challenging scenarios while providing reliable uncertainty estimates. We re- lease our code at https://github.com/LIS-TU-Berlin/SVN-ICP.git. A high-resolution video demonstration is available at https: //youtu.be/c4QsMd1weik.