基于核心成像库(CIL)的有限角度赫尔辛基层析成像挑战的方向正则化方法

Jakob Sauer Jørgensen, Evangelos Papoutsellis, Laura Murgatroyd, Gemma Fardell, Edoardo Pasca
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引用次数: 0

摘要

本文介绍了核心成像库(CIL)开发团队为2022年赫尔辛基断层扫描挑战赛开发的算法。挑战集中在从有限角度计算机断层扫描(CT)数据重建2D幻像形状。CIL团队使用CIL (https://ccpi.ac.uk/cil/)设计并实现了五种重建方法,CIL是一个用于断层成像的开源Python包。CIL团队采用了基于模型的重建策略,与其他所有依赖深度学习技术的团队相比,这是独一无二的。CIL算法表现出色,其中一种算法在比赛中获得了第三名。性能最好的算法采用仔细的CT数据预处理和单侧定向总变分的优化问题、各向同性总变分的正则化和定制的上下边界。对于角度范围低至50度的数据,重建和分割实现了高质量,在某些情况下,甚至在40度和30度的情况下也具有可接受的性能。本研究强调了基于模型的方法在有限角度断层扫描中的有效性,并强调了利用现有先验知识来克服数据限制的适当算法设计的重要性。最后,本研究强调了cil在原型设计和不同优化方法比较方面的灵活性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A directional regularization method for the limited-angle Helsinki Tomography Challenge using the Core Imaging Library (CIL)
This article presents the algorithms developed by the Core Imaging Library (CIL) developer team for the Helsinki Tomography Challenge 2022. The challenge focused on reconstructing 2D phantom shapes from limited-angle computed tomography (CT) data. The CIL team designed and implemented five reconstruction methods using CIL (https://ccpi.ac.uk/cil/), an open-source Python package for tomographic imaging. The CIL team adopted a model-based reconstruction strategy, unique to this challenge with all other teams relying on deep-learning techniques. The CIL algorithms showcased exceptional performance, with one algorithm securing the third place in the competition. The best-performing algorithm employed careful CT data pre-processing and an optimization problem with single-sided directional total variation regularization combined with isotropic total variation and tailored lower and upper bounds. The reconstructions and segmentations achieved high quality for data with angular ranges down to 50 degrees, and in some cases acceptable performance even at 40 and 30 degrees. This study highlights the effectiveness of model-based approaches in limited-angle tomography and emphasizes the importance of proper algorithmic design leveraging on available prior knowledge to overcome data limitations. Finally, this study highlights the flexibility of CIL for prototyping and comparison of different optimization methods.
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