We prove that molecular structures modeled as sums of Gaussians are uniquely determined by the second-order autocorrelation of their projection images.
Sep 21, 2022 · We prove that molecular structures modeled as sums of Gaussians are uniquely determined by the second-order autocorrelation of their projection images.
Autocorrelation analysis for cryo-EM with sparsity constraints - PubMed
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May 2, 2023 · We prove that molecular structures modeled as sums of Gaussians are uniquely determined by the second-order autocorrelation of their projection images.
Autocorrelation analysis for cryo-EM with sparsity constraints: Improved sample complexity and projection-based algorithms · Bendory, Tamir · Khoo, Yuehaw · Kileel ...
Apr 24, 2023 · This method combines the sparse representation for the molecule with projection-based techniques used for phase retrieval in X-ray ...
We prove that molecular structures modeled as sums of idealized point masses are uniquely determined by the second-order autocorrelation of their projection ...
@misc{bendory2023autocorrelationanalysiscryoemsparsity, title={Autocorrelation analysis for cryo-EM with sparsity constraints: Improved sample complexity ...
Jan 26, 2024 · Autocorrelation analysis for cryo-EM with sparsity constraints: Improved sample complexity and projection- based algorithms. Proceedings of ...
Mickelin, A. Singer, ``Autocorrelation analysis for cryo-EM with sparsity constraints: Improved sample complexity and projection-based algorithms”, Proceedings ...
Autocorrelation analysis for cryo-EM with sparsity constraints: improved sample complexity and projection-based algorithms. T Bendory, Y Khoo, J Kileel, O ...