Fast Large-Scale Model-Based Iterative Tomography via Exploiting Mathematical Structure, Hierarchical Optimization, Smart Initialization, and Distributed GPU Computing
Dinesh Kumar, Jeffrey Donatelli

TL;DR
This paper presents advanced computational strategies to significantly accelerate large-scale model-based iterative tomography, enabling near-real-time high-quality reconstructions for dynamic samples.
Contribution
It introduces four novel methods—exploiting Toeplitz structure, improved initialization, multi-resolution hierarchy, and distributed MPI computing—to enhance MBIR efficiency and scalability.
Findings
Reduced iteration counts in MBIR reconstructions.
Achieved near-linear scaling on HPC systems.
Enabled practical real-time tomography for dynamic samples.
Abstract
Model-Based Iterative Reconstruction (MBIR) is important because direct methods, such as Filtered Back-Projection (FBP) can introduce significant noise and artifacts in sparse-angle tomography, especially for time-evolving samples. Although MBIR produces high-quality reconstructions through prior-informed optimization, its computational cost has traditionally limited its broader adoption. In previous work, we addressed this limitation by expressing the Radon transform and its adjoint using non-uniform fast Fourier transforms (NUFFTs), reducing computational complexity relative to conventional projection-based methods. We further accelerated computation by employing a multi-GPU system for parallel processing. In this work, we further accelerate our Fourier-domain framework, by introducing four main strategies: (1) a reformulation of the MBIR forward and adjoint operators that exploits…
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