In digital pathology, many image analysis tasks are challenged by the need for large and time-consuming manual data annotations to cope with various sources of variability in the image domain. Unsupervised domain adaptation based on image-to-image translation is gaining importance in this field by addressing variabilities without the manual overhead. Here, we tackle the variation of different histological stains by unsupervised stain-to-stain translation to enable a stain-independent applicability of a deep learning segmentation model. We use CycleGANs for stain-to-stain translation in kidney histopathology, and propose two novel approaches to improve translational effectivity. First, we integrate a prior segmentation network into the CycleGAN for a self-supervised, application-oriented optimization of translation through semantic guidance, and second, we incorporate extra channels to the translation output to implicitly separate artificial meta-information otherwise encoded for tackling underdetermined reconstructions. The latter showed partially superior performances to the unmodified CycleGAN, but the former performed best in all stains providing instance-level Dice scores ranging between 78% and 92% for most kidney structures, such as glomeruli, tubules, and veins. However, CycleGANs showed only limited performance in the translation of other structures, e.g. arteries. Our study also found somewhat lower performance for all structures in all stains when compared to segmentation in the original stain. Our study suggests that with current unsupervised technologies, it seems unlikely to produce generally applicable fake stains.
翻译:在数字病理学中,许多图像分析任务都因需要大量和耗时的手工数据说明来应对图像领域各种变异性来源而面临挑战。基于图像到图像翻译的不受监督域因域适应在这一领域的重要性日益增大,因为无需人工管理即可解决变异性。在这里,我们通过未经监督的污点到污点翻译来解决不同形态污点的变异性,通过未经监督的污点到污点翻译,使深层学习分解模型的适应性能变得不差。我们使用循环GAN系统在肾脏病理学中进行污点到污点的翻译,并提出了两种新颖的方法来改进翻译效果。首先,我们将先前的分割网络纳入CyopleGAN系统,通过语义指导进行自我监督、面向应用的翻译优化;第二,我们把额外的翻译渠道引入隐含的人工元信息,否则编码用于处理未定型重建。后者显示部分优于原型循环GAN系统,但以前在所有污点中表现最优,提供不真实的D级级等级,从78 %到92 %之间的当前评分数,而多数的货币结构显示为循环结构。 然而,这种循环结构显示我们所有的循环结构显示其他结构。