Pages that link to "Item:Q2642731"
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The following pages link to Essential matrix estimation using Gauss-Newton iterations on a manifold (Q2642731):
Displaying 15 items.
- Nonlinear mean shift over Riemannian manifolds (Q847498) (← links)
- Optimal computation of 3-D similarity: Gauss-Newton vs. Gauss-Helmert (Q1927235) (← links)
- Fast and robust certifiable estimation of the relative pose between two calibrated cameras (Q2051144) (← links)
- A tighter relaxation for the relative pose problem between cameras (Q2163347) (← links)
- On the generalized essential matrix correction: an efficient solution to the problem and its applications (Q2217377) (← links)
- Variational recursive joint estimation of dense scene structure and camera motion from monocular high speed traffic sequences (Q2450403) (← links)
- Gauss-Newton-on-manifold for pose estimation (Q2583329) (← links)
- A Bayesian weighting principle for the fundamental matrix estimation (Q2730132) (← links)
- The Space of Essential Matrices as a Riemannian Quotient Manifold (Q3130751) (← links)
- Rolling Stiefel manifolds (Q3625242) (← links)
- Jacobi‐type Methods in Computer Vision: A Case Study (Q4228351) (← links)
- A Sufficient Condition of Optimality for the Relative Pose Problem between Cameras (Q5860378) (← links)
- Riemannian optimization via Frank-Wolfe methods (Q6038651) (← links)
- Fast certifiable relative pose estimation with gravity prior (Q6099361) (← links)
- A multi-parameter family of metrics on Stiefel manifolds and applications (Q6160676) (← links)
