Deep learning-based statistical robustness evaluation of intensity-modulated proton therapy for head and neck cancer.

IF 3.3 3区 医学 Q2 ENGINEERING, BIOMEDICAL
Danfu Liang, Ivan Vazquez, Mary P Gronberg, Xiaodong Zhang, X Ronald Zhu, Steven J Frank, Laurence E Court, Mary K Martel, Ming Yang
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引用次数: 0

Abstract

Objective. Previous methods for robustness evaluation rely on dose calculation for a number of uncertainty scenarios, which either fails to provide statistical meaning when the number is too small (e.g., ∼8) or becomes unfeasible in daily clinical practice when the number is sufficiently large (e.g., >100). Our proposed deep learning (DL)-based method addressed this issue by avoiding the intermediate dose calculation step and instead directly predicting the percentile dose distribution from the nominal dose distribution using a DL model. In this study, we sought to validate this DL-based statistical robustness evaluation method for efficient and accurate robustness quantification in head and neck (H&N) intensity-modulated proton therapy with diverse beam configurations and multifield optimization.Approach. A dense, dilated 3D U-net was trained to predict the 5th and 95th percentile dose distributions of uncertainty scenarios using the nominal dose and planning CT images. The data set comprised proton therapy plans for 582 H&N cancer patients. Ground truth percentile values were estimated for each patient through 600 dose recalculations, representing randomly sampled uncertainty scenarios. The comprehensive comparisons of different models were conducted for H&N cancer patients, considering those with and without a beam mask and diverse beam configurations, including varying beam angles, couch angles, and beam numbers. The performance of our model trained based on a mixture of patients with H&N and prostate cancer was also assessed in contrast with models trained based on data specific for patients with cancer at either site.Results. The DL-based model's predictions of percentile dose distributions exhibited excellent agreement with the ground truth dose distributions. The average gamma index with 2 mm/2%, consistently exceeded 97% for both 5th and 95th percentile dose volumes. Mean dose-volume histogram error analysis revealed that predictions from the combined training set yielded mean errors and standard deviations that were generally similar to those in the specific patient training data sets.Significance. Our proposed DL-based method for evaluation of the robustness of proton therapy plans provides precise, rapid predictions of percentile dose for a given confidence level regardless of the beam arrangement and cancer site. This versatility positions our model as a valuable tool for evaluating the robustness of proton therapy across various cancer sites.

基于深度学习的头颈癌强度调制质子疗法统计鲁棒性评估
以往的稳健性评估方法依赖于对一些不确定情况进行剂量计算,当数量太小时(如~8),这种方法无法提供统计意义;当数量足够大时(如>100),这种方法在日常临床实践中变得不可行。我们提出的基于深度学习的方法避免了中间剂量计算步骤,而是使用深度学习(DL)模型直接从名义剂量分布预测百分位数剂量分布,从而解决了这一问题。在本研究中,我们试图验证这种基于深度学习(DL)的统计鲁棒性评估(SRE)方法,以在头颈部(H&N)强度调制质子治疗中使用不同的射束配置和多场优化进行高效、准确的鲁棒性量化:方法:使用标称剂量和计划 CT 图像训练密集、扩张的三维 U 网,以预测计划剂量计划的第 5 百分位数和第 95 百分位数分布。数据集包括 582 名 H&N 癌症患者的质子治疗计划。每个患者的地面真实百分位值是通过 600 次剂量重新计算估算得出的,代表随机抽样的不确定情况。针对 H&N 癌症患者对不同模型进行了综合比较,考虑到了有无光束掩膜 (BM) 的患者以及不同的光束配置,包括不同的光束角、坐榻角和光束数。我们还评估了根据 H&N 和前列腺癌患者混合数据训练的模型的性能,并与根据任一部位癌症患者的特定数据训练的模型进行了对比:结果:基于 DL 的模型对百分位数剂量分布的预测与地面实况剂量分布非常吻合。第 5 和第 95 百分位数剂量体积的平均伽马指数(2 毫米/2%)始终超过 97%。平均剂量-体积直方图误差分析表明,综合训练集预测的平均误差和标准偏差与特定患者训练数据集的误差和标准偏差基本相似:我们提出的基于 DL 的质子治疗计划稳健性评估方法,可以在给定置信度下精确、快速地预测百分位数剂量,而不受射束排列和癌症部位的影响。这种多功能性使我们的模型成为评估不同癌症部位质子治疗稳健性的重要工具。
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
Physics in medicine and biology
Physics in medicine and biology 医学-工程:生物医学
CiteScore
6.50
自引率
14.30%
发文量
409
审稿时长
2 months
期刊介绍: The development and application of theoretical, computational and experimental physics to medicine, physiology and biology. Topics covered are: therapy physics (including ionizing and non-ionizing radiation); biomedical imaging (e.g. x-ray, magnetic resonance, ultrasound, optical and nuclear imaging); image-guided interventions; image reconstruction and analysis (including kinetic modelling); artificial intelligence in biomedical physics and analysis; nanoparticles in imaging and therapy; radiobiology; radiation protection and patient dose monitoring; radiation dosimetry
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