Pages that link to "Item:Q2873192"
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The following pages link to Two-dimensional tomography from noisy projections taken at unknown random directions (Q2873192):
Displaying 13 items.
- Diffusion reconstruction from very noisy tomographic data (Q619001) (← links)
- Discrete tomography with unknown intensity levels using higher-order statistics (Q892823) (← links)
- On random tomography with unobservable projection angles (Q1043740) (← links)
- Tomographic reconstruction methods for decomposing directional components (Q1631544) (← links)
- Embeddings of Riemannian manifolds with finite eigenvector fields of connection Laplacian (Q1800869) (← links)
- Think globally, fit locally under the manifold setup: asymptotic analysis of locally linear embedding (Q1990602) (← links)
- Moment-based angular difference estimation between two tomographic projections in 2D and 3D (Q2014477) (← links)
- Optimal prediction in the linearly transformed spiked model (Q2176630) (← links)
- Cryo-EM reconstruction of continuous heterogeneity by Laplacian spectral volumes (Q5213334) (← links)
- The Steerable Graph Laplacian and its Application to Filtering Image Datasets (Q5230412) (← links)
- Cohomology of Cryo-Electron Microscopy (Q5349295) (← links)
- Graph connection Laplacian methods can be made robust to noise (Q5963525) (← links)
- The \(G\)-invariant graph Laplacian. II: Diffusion maps (Q6657427) (← links)
