8. Lie Group and Lie Algebra 3 (Derivative of Lie Algebra)
17 Jun 2020 | Visual SLAM
Introduction
- Lie Group Vs Lie Algebra
- Lie Group
- Lie group that is a differentiable manifold
- Lie Algebra
- The only tangent space for the Lie Group
- Vector space that satisfies the lie bracket
- The relationship between Lie Group and Lie algebra for SO(3) and SE(3)
Backer-Campbell-Hausdorff
Derivative of Lie Algebra
Perturbation model (left Jacobian)
Lie Algebra in SE(3)
Pseudo-transformers and Lie algebra
- 섭동 모델 Jacobian을 이용하여 최적화
Reference
SLAM KR
Introduction
- Lie Group Vs Lie Algebra
- Lie Group
- Lie group that is a differentiable manifold
- Lie Algebra
- The only tangent space for the Lie Group
- Vector space that satisfies the lie bracket
- Lie Group
- The relationship between Lie Group and Lie algebra for SO(3) and SE(3)
Backer-Campbell-Hausdorff
Derivative of Lie Algebra
Perturbation model (left Jacobian)
Lie Algebra in SE(3)
Pseudo-transformers and Lie algebra
- 섭동 모델 Jacobian을 이용하여 최적화
Reference
SLAM KR
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