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Observer study-based evaluation of a stochastic and physics-based method to generate oncological PET images

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 Added by Abhinav K. Jha
 Publication date 2021
and research's language is English




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Objective evaluation of new and improved methods for PET imaging requires access to images with ground truth, as can be obtained through simulation studies. However, for these studies to be clinically relevant, it is important that the simulated images are clinically realistic. In this study, we develop a stochastic and physics-based method to generate realistic oncological two-dimensional (2-D) PET images, where the ground-truth tumor properties are known. The developed method extends upon a previously proposed approach. The approach captures the observed variabilities in tumor properties from actual patient population. Further, we extend that approach to model intra-tumor heterogeneity using a lumpy object model. To quantitatively evaluate the clinical realism of the simulated images, we conducted a human-observer study. This was a two-alternative forced-choice (2AFC) study with trained readers (five PET physicians and one PET physicist). Our results showed that the readers had an average of ~ 50% accuracy in the 2AFC study. Further, the developed simulation method was able to generate wide varieties of clinically observed tumor types. These results provide evidence for the application of this method to 2-D PET imaging applications, and motivate development of this method to generate 3-D PET images.



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Tumor segmentation in oncological PET is challenging, a major reason being the partial-volume effects due to the low system resolution and finite voxel size. The latter results in tissue-fraction effects, i.e. voxels contain a mixture of tissue classes. Most conventional methods perform segmentation by exclusively assigning each voxel in the image as belonging to either the tumor or normal tissue classes. Thus, these methods are inherently limited in modeling the tissue-fraction effects. To address this inherent limitation, we propose an estimation-based approach to segmentation. Specifically, we develop a Bayesian method that estimates the posterior mean of fractional volume that the tumor occupies within each image voxel. The proposed method, implemented using an encoder-decoder network, was first evaluated using clinically realistic 2-D simulation studies with known ground truth, in the context of segmenting the primary tumor in PET images of patients with lung cancer. The evaluation studies demonstrated that the method accurately estimated the tumor-fraction areas and significantly outperformed widely used conventional methods, including a U-net-based method, on the task of segmenting the tumor. In addition, the proposed method was relatively insensitive to partial-volume effects and yielded reliable tumor segmentation for different clinical-scanner configurations. The method was then evaluated using clinical images of patients with stage II and III non-small cell lung cancer from ACRIN 6668/RTOG 0235 multi-center clinical trial. Here, the results showed that the proposed method significantly outperformed all other considered methods and yielded accurate tumor segmentation on patient images with dice similarity coefficient of 0.82 (95% CI: 0.78, 0.86). Overall, this study demonstrates the efficacy of the proposed method to accurately segment tumors in PET images.
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