
SI-LIO/README.md at main · USTC-AIS-Lab/SI-LIO - GitHub
SI_LIO is based on the Invariant-EKF theory and our code is implemented on S-FAST_LIO. Through theoretical analysis, it can be deduced that our IEKF-based estimation method achieves higher estimation accuracy compared to the Iterated EKF used in FAST-LIO2, particularly in scenarios with large IMU prediction errors.
USTC-AIS-Lab/SI-LIO - GitHub
SI_LIO is based on the Invariant-EKF theory and our code is implemented on S-FAST_LIO. Through theoretical analysis, it can be deduced that our IEKF-based estimation method achieves higher estimation accuracy compared to the Iterated EKF used in FAST-LIO2, particularly in scenarios with large IMU prediction errors.
SI-LIO: High-Precision Tightly-Coupled LiDAR- Inertial Odometry …
2024年11月13日 · We propose a novel high-precision tightly-coupled LIO method, SI-LIO, based on the invariant extended Kalman filter with a single-iteration estimate update. This method utilizes the Lie exponential map between the matrix Lie group SE $_{4}(3)$ and its Lie algebra such that the linear approximations referring to Taylor expansions are only ...
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SI-LIO-iVox/README.md at main · piluohong/SI-LIO-iVox - GitHub
SI_LIO is based on the invariant-KF theory and our code is implemented on S-FAST_LIO. The accuracy is close to FAST-LIO2, but the speed is improved by 30%.
SI-LIO: High-Precision Tightly-Coupled LIO via Single-Iteration ...
We propose a novel high-precision tightly-coupled LIO method, SI-LIO, based on the invariant extended Kalman filter with a single-iteration estimate update.
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SLAM文献之-FAST-LIO: A Fast, Robust LiDAR-inertial ... - CSDN博客
2025年3月3日 · Fast-LIO(Fast LiDAR-Inertial Odometry)是一种高效的激光雷达-惯性里程计(LIO)算法,专为实时处理高频激光雷达数据而设计。 其核心思想是通过**迭代扩展卡尔曼滤波(iEKF) 结合 反向传播(Back Propagation)**技术,在保证精度的同时大幅提升计算效率。
SI-LIO: High-Precision Tightly-Coupled LiDAR- Inertial Odometry …
2025年1月1日 · We propose a novel high-precision tightly-coupled LIO method, SI-LIO, based on the invariant extended Kalman filter with a single-iteration estimate update. This method utilizes the Lie exponential map between the matrix Lie group SE$_{4}(3)$ and its Lie algebra such that the linear approximations referring to Taylor expansions are only ...