CRM-SIRT
CRM-SIRT enhances sub-tomogram averaging in electron tomography by applying a constrained reconstruction model to reduce missing-wedge artifacts and improve subtomogram reconstruction quality.
Key Features:
- Constrained Reconstruction Model (CRM): formulates constraints on subtomogram reconstruction to reduce the practical solution space relative to conventional averaging.
- Linear-systems formulation: represents both the averaging method and the CRM as linear systems for constrained optimization.
- Sparse Kaczmarz algorithm: solves the CRM using an iterative sparse Kaczmarz approach to refine subtomogram reconstructions.
- SART extension: extends the CRM methodology via simultaneous algebraic reconstruction technique to further enhance resolution and quality.
- Missing-wedge mitigation: reduces artifacts caused by limited tilt angles during tilt-series acquisition.
- Robustness to experimental variation: demonstrates performance across different numbers of images per tilt series, varying tilt ranges, and diverse noise levels.
- Signal-to-noise improvement: refines averaging in sub-tomogram averaging (STA) to improve signal-to-noise ratios in the final reconstructions.
Scientific Applications:
- Sub-tomogram averaging in electron tomography (STA/ET): improves reconstruction quality and effective resolution for STA workflows on ET datasets.
- Tilt-series reconstruction and artifact reduction: mitigates missing-wedge effects in tilt-series-based reconstructions.
- Structural biology of cellular and macromolecular complexes: enables higher-resolution insights into in situ biological structures compared with conventional STA approaches.
Methodology:
Both the averaging method and CRM are formulated as linear systems; the CRM is solved using an iterative sparse Kaczmarz algorithm and is extended with simultaneous algebraic reconstruction technique (SART) for enhanced reconstruction quality.
Topics
Details
- Programming Languages:
- C++, C
- Added:
- 1/9/2020
- Last Updated:
- 12/16/2020
Operations
Publications
Han R, Li L, Yang P, Zhang F, Gao X. A novel constrained reconstruction model towards high-resolution subtomogram averaging. Bioinformatics. 2019;37(11):1616-1626. doi:10.1093/bioinformatics/btz787. PMID:31617571.
PMID: 31617571
Funding: - National Key Research and Development Program of China: 2017YFA0504702, 2017YFE0103900
- King Abdullah University of Science and Technology (KAUST) Office of Sponsored Research: FCC/1/1976-18-01, FCC/1/1976-23-01, FCC/1/1976-25-01, FCC/1/1976-26-01, FCS/1/4102-02-01
- NSFC projects Grant: 61672493, 61932018, U1611261, U1611263