Semantic segmentation of medical images is an essential first step in computer-aided diagnosis systems for many applications. However, given many disparate imaging modalities and inherent variations in the patient data, it is difficult to consistently achieve high accuracy using modern deep neural networks (DNNs). This has led researchers to propose interactive image segmentation techniques where a medical expert can interactively correct the output of a DNN to the desired accuracy. However, these techniques often need separate training data with the associated human interactions, and do not generalize to various diseases, and types of medical images. In this paper, we suggest a novel conditional inference technique for DNNs which takes the intervention by a medical expert as test time constraints and performs inference conditioned upon these constraints. Our technique is generic can be used for medical images from any modality. Unlike other methods, our approach can correct multiple structures simultaneously and add structures missed at initial segmentation. We report an improvement of 13.3, 12.5, 17.8, 10.2, and 12.4 times in user annotation time than full human annotation for the nucleus, multiple cells, liver and tumor, organ, and brain segmentation respectively. We report a time saving of 2.8, 3.0, 1.9, 4.4, and 8.6 fold compared to other interactive segmentation techniques. Our method can be useful to clinicians for diagnosis and post-surgical follow-up with minimal intervention from the medical expert. The source-code and the detailed results are available here [1].
翻译:医疗图像的语义分解是许多应用中计算机辅助诊断系统的重要第一步。然而,由于许多不同的成像模式和病人数据的内在差异,很难始终使用现代深神经网络(DNNS)实现高精度。这导致研究人员提出互动图像分解技术,医学专家可以交互校正DNN的输出,使其达到理想的准确度。然而,这些技术往往需要与相关的人类相互作用分开的培训数据,并且不概括于各种疾病和医疗图像类型。在本文中,我们建议对DNNS采用一种新的有条件的推断技术,将医疗专家的干预作为测试时间的限制,并按这些限制进行推断。我们的技术可用于任何模式的医学图像。与其他方法不同,我们的方法可以同时校正多个结构,并增加最初分解时缺失的结构。我们报告在用户的批注中改进了13.3、12.5、17.8、10.2和12.4次次次,而不是全面的人文分解。我们从核心、多个细胞、肝脏和肿瘤、器官和大脑分解后,可以分别用医疗分解为4.8、4.8和内部分解后,我们的方法可以用来分别用。我们报告8.8、8.8至8.8和4.8和内部分解后,我们分别用的方法可以保存了。我们的方法可以复制为4.8至4.188至4.8和内部分解。