Quantum-assisted tomographic image refinement with limited qubits for high-resolution imaging

IF 4.5 2区 物理与天体物理 Q1 OPTICS
EPJ Quantum Technology Pub Date : 2026-07-17 Epub Date: 2026-10-15 DOI:10.1140/epjqt/s40507-026-00545-4
Hyunju Lee, Kyungtaek Jun
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引用次数: 0

Abstract

We propose a quantum-assisted reconstruction framework for high-resolution tomographic imaging that reduces qubit/variable requirements by combining sinogram downsampling and region-wise iterative refinement. Previous quantum optimization–based CT reconstruction methods require solving QUBO (Quadratic Unconstrained Binary Optimization) problems over full-resolution image grids, which limits scalability under current hardware constraints. Our method addresses this by combining sinogram downscaling with region-wise iterative refinement, allowing reconstruction to begin from a reduced-resolution sinogram and image, and then to be progressively upscaled and optimized region by region.

Each region is independently transformed into a compact QUBO problem and solved via a D-Wave hybrid quantum-classical solver while keeping the surrounding image fixed. The framework supports both full-view and sparse-view sinograms and is compatible with diverse acquisition geometries, including parallel-beam, fan-beam, cone-beam, synchrotron tomography, and electron tomography (ET). Adaptive region selection (including overlapping or boundary-covering subregions) enables targeted refinement of residual-error under a limited qubit/variable budget.

Experimental validation on binary and integer-valued Shepp-Logan phantoms, together with an additional chest CT slice experiment, demonstrates accurate reconstructions under both dense-view and sparse-view angular sampling using reduced qubit/variable budgets. We observed that nearest-neighbor interpolation may cause edge artifacts that hinder convergence, which can be mitigated by smoother interpolation and Gaussian filtering. Sparse-view experiments indicate that the refinement pipeline can remain effective under angular undersampling in our discrete setting, suggesting potential relevance to low-dose imaging scenarios, while a dose–quality trade-off analysis is left for future work. These findings highlight the practicality of QUBO-based, quantum-assisted refinement for high-resolution tomographic reconstruction under current hardware constraints and provide a pathway for scaling as hybrid quantum optimization capabilities evolve.

用于高分辨率成像的有限量子位量子辅助层析图像细化
我们提出了一种用于高分辨率层析成像的量子辅助重建框架,该框架通过结合正弦图降采样和区域迭代细化来减少量子比特/变量要求。以往基于量子优化的CT重建方法需要在全分辨率图像网格上解决QUBO(二次无约束二值优化)问题,这限制了当前硬件约束下的可扩展性。我们的方法通过将正弦图降尺度与区域迭代细化相结合来解决这个问题,允许从降低分辨率的正弦图和图像开始重建,然后逐个区域逐步升级和优化。每个区域独立转换为一个紧凑的QUBO问题,并通过D-Wave混合量子经典求解器解决,同时保持周围图像的固定。该框架支持全视图和稀疏视图信号图,并兼容不同的采集几何形状,包括平行束、扇形束、锥束、同步加速器断层扫描和电子断层扫描(ET)。自适应区域选择(包括重叠或边界覆盖子区域)能够在有限的量子位/可变预算下有针对性地细化残差。二值和整数值shep - logan幻影的实验验证,以及额外的胸部CT切片实验,证明了使用减少量子位/可变预算在密集视图和稀疏视图角度采样下的准确重建。我们观察到,最近邻插值可能会导致阻碍收敛的边缘伪影,这可以通过更平滑的插值和高斯滤波来缓解。稀疏视图实验表明,在我们的离散设置中,细化管道在角度欠采样下仍然有效,这表明可能与低剂量成像场景相关,而剂量-质量权衡分析将留给未来的工作。这些发现强调了在当前硬件限制下,基于qubo的、量子辅助的高分辨率层析成像重构的实用性,并为混合量子优化能力的发展提供了扩展途径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
EPJ Quantum Technology
EPJ Quantum Technology Physics and Astronomy-Atomic and Molecular Physics, and Optics
CiteScore
7.70
自引率
7.50%
发文量
28
审稿时长
71 days
期刊介绍: Driven by advances in technology and experimental capability, the last decade has seen the emergence of quantum technology: a new praxis for controlling the quantum world. It is now possible to engineer complex, multi-component systems that merge the once distinct fields of quantum optics and condensed matter physics. EPJ Quantum Technology covers theoretical and experimental advances in subjects including but not limited to the following: Quantum measurement, metrology and lithography Quantum complex systems, networks and cellular automata Quantum electromechanical systems Quantum optomechanical systems Quantum machines, engineering and nanorobotics Quantum control theory Quantum information, communication and computation Quantum thermodynamics Quantum metamaterials The effect of Casimir forces on micro- and nano-electromechanical systems Quantum biology Quantum sensing Hybrid quantum systems Quantum simulations.
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