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Uncertainty‐aware gamma interaction localization and reconstruction in PET

探测器 闪烁 人工智能 校准 计算机科学 硅光电倍增管 卷积神经网络 高斯分布 物理 感知器 正电子发射断层摄影术 光学 准直光 蒙特卡罗方法 模式识别(心理学) 图像分辨率 多层感知器 维数(图论) 超参数 成像体模 伽玛照相机 光子 图像质量 人工神经网络 光电倍增管 特征(语言学) 自举(财务) 计算机视觉 溶血酶- 回归 光子计数 数学 算法 医学影像学 巧合
作者
Julian Thull,Jan Remennik,David Schug,Bjoern Weissler,Yannick Kuhl,Volkmar Schulz
出处
期刊:Medical Physics [Wiley]
卷期号:53 (5): e70471-e70471
标识
DOI:10.1002/mp.70471
摘要

Abstract Background Precise localization of gamma‐ray interactions inside scintillation detectors is essential for high‐resolution positron emission tomography (PET) imaging. Although machine learning methods have demonstrated strong performance in gamma interaction positioning, most existing approaches do not quantify event‐level uncertainty, leaving valuable information unused. Purpose This study quantifies event‐wise positional uncertainties in gamma interaction localization and demonstrates its utility for improving PET image quality through uncertainty‐aware filtering and weighting. Methods We employ machine learning to perform gamma interaction positioning in a semi‐monolithic scintillation detector block with overall dimensions of , corresponding to the planar‐segmented, planar‐monolithic, and depth‐of‐interaction (DOI) directions. We train multilayer perceptrons (MLPs) and convolutional neural networks (CNNs) using silicon photomultiplier (SiPM) light spread measurements as network inputs. Regression models were trained using a Gaussian negative log‐likelihood to jointly estimate gamma interaction coordinates and event‐wise positional variance. Classifiers were evaluated, which inferred event‐level uncertainty from the variance of the predicted spatial probability distribution. These uncertainty estimates primarily reflect variability in detector response and photon statistics, corresponding to aleatoric uncertainty. Regression and classification objectives were explored through task‐specific hyperparameter optimizations. All 24 semi‐monolithic detectors of a proof‐of‐concept PET system were calibrated in the segmented, monolithic, and depth‐of‐interaction (DOI) dimensions using collimated fan‐beam irradiations of each detector. For each detector, a dataset of 880,000 events per spatial dimension was acquired and randomly split into 60% training, 20% validation, and 20% test sets, with models trained and evaluated independently across seven detectors. The resulting calibration models were then applied to reprocess measurements of imaging phantoms. Performance was evaluated using the mean absolute error (MAE) on the fan‐beam dataset and the median distance between reconstructed lines of response (LORs) and known point‐source locations measured within the scanner. Predicted variances were further integrated into the time‐of‐flight ordered‐subsets expectation maximization (TOF‐OSEM) reconstruction via event‐level filtering and LOR weighting to assess spatial resolution and noise propagation. Results Across architectures, uncertainty‐aware models achieved high positioning accuracy. CNN classifiers provided the best planar performance, while CNN regressors performed best for depth‐of‐interaction (DOI) estimation. Variance‐ and energy‐based filtering substantially improved positioning accuracy, reducing the MAE to in the monolithic and in the DOI dimension. Variance‐ and energy‐aware filtering also improved the LOR precision, reducing the median LOR distance to as low as . In image reconstruction, filtering and weighting improved image quality, with filtering providing the strongest gains and enabling visualization of rods with a peak‐to‐valley ratio (PVR) of 1.184. These approaches increased the signal‐to‐noise ratio (SNR) but also the coefficient of variation (COV), consistent with reduced effective sensitivity and amplified Poisson noise. Conclusions Event‐level uncertainty estimation enables meaningful filtering and weighting strategies that improve interaction positioning and reconstructed PET image quality. Despite the trade‐off between enhanced spatial resolution and increased noise, the uncertainty‐aware framework introduces a new reconstruction parameter that can be exploited to improve image quality and potentially support more reliable quantitative PET imaging.
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