Orientation Determination of Cryo-EM Images Using Least Unsquared Deviations

DOI10.1137/130916436zbMath1402.92449arXiv1211.7045OpenAlexW2963927955WikidataQ38527784 ScholiaQ38527784MaRDI QIDQ2873293

Amit Singer, ZaiWen Wen, Lanhui Wang

Publication date: 23 January 2014

Published in: SIAM Journal on Imaging Sciences (Search for Journal in Brave)

Full work available at URL: https://arxiv.org/abs/1211.7045

zbMATH Keywords

alternating direction method of multipliersiteratively reweighted least squaressemidefinite relaxationcryo-electron microscopysingle particle reconstructionangular reconstitutioncommon-linesleast unsquared deviations

Mathematics Subject Classification ID

Semidefinite programming (90C22) Molecular structure (graph-theoretic methods, methods of differential topology, etc.) (92E10) Electron optics (78A15)

Related Items (16)

Orientation estimation of cryo-EM images using projected gradient descent method ⋮ Radial recombination for rigid rotational alignment of images and volumes ⋮ Fast and robust orientation of cryo-electron microscopy images ⋮ Regularizing Orientation Estimation in Cryogenic Electron Microscopy Three-Dimensional Map Refinement through Measure-Based Lifting over Riemannian Manifolds ⋮ Motion detection in diffraction tomography by common circle methods ⋮ Constrained total variation based three-dimension single particle reconstruction in cryogenic electron microscopy ⋮ Self-Calibration and Bilinear Inverse Problems via Linear Least Squares ⋮ Structural Variability from Noisy Tomographic Projections ⋮ Factorization of the translation kernel for fast rigid image alignment ⋮ A max-cut approach to heterogeneity in cryo-electron microscopy ⋮ Regularization with metric double integrals of functions with values in a set of vectors ⋮ Orthogonal Trace-Sum Maximization: Applications, Local Algorithms, and Global Optimality ⋮ Motion reconstruction for optical tomography of trapped objects ⋮ Rapid Solution of the Cryo-EM Reconstruction Problem by Frequency Marching ⋮ Fourier reconstruction for diffraction tomography of an object rotated into arbitrary orientations ⋮ Orthogonal Trace-Sum Maximization: Tightness of the Semidefinite Relaxation and Guarantee of Locally Optimal Solutions

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