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Published on: September 27, 2020
Pixel-based reconstruction (PBR) promising simultaneous techniques for CT reconstructions
R S Fager1, K V Peddanarappagari, G N Kumar
1Virginia Univ., Charlottesville, VA.
IEEE Transactions on Medical Imaging
|January 1, 1993
Summary
Pixel-based reconstruction (PBR) algorithms for X-ray tomography show improved stability. New pseudoprojection techniques prevent divergence in iterative algebraic methods, even with underdetermined systems.
Area of Science:
- Medical Imaging
- Computational Imaging
- X-ray Tomography
Background:
- Pixel-based reconstruction (PBR) algorithms are analogous to simultaneous iterative reconstruction techniques (SIRTs) used in X-ray transmission tomography.
- Previous studies indicated potential divergence issues with iterative algebraic algorithms in underdetermined systems.
Purpose of the Study:
- To discuss pixel-based reconstruction (PBR) algorithms for fan beam projections in X-ray transmission tomography.
- To investigate the stability and convergence of iterative algebraic algorithms using a refined pseudoprojection technique.
Main Methods:
- Simulation studies were performed using fan beam projections.
- The study evaluated iterative algebraic algorithms and convolution backprojection methods.
- Underdetermined conditions were simulated where object pixels outnumbered detector readings.
Main Results:
- Iterative algebraic algorithms demonstrated stability and did not diverge with the improved pseudoprojection technique.
- Convergence to the exact solution was observed and analyzed with varying numbers of projections.
- Reconstructions from convolution backprojection were provided for comparative analysis.
Conclusions:
- The refined pseudoprojection technique enhances the reliability of pixel-based reconstruction (PBR) algorithms in X-ray tomography.
- Iterative algebraic methods are viable for highly underdetermined systems in fan beam tomography.
- The number of projections significantly impacts reconstruction quality and convergence.
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