Recently, bladder cancer has been significantly increased in terms of incidence and mortality. Currently, two subtypes are known based on tumour growth: non-muscle invasive (NMIBC) and muscle-invasive bladder cancer (MIBC). In this work, we focus on the MIBC subtype because it is of the worst prognosis and can spread to adjacent organs. We present a self-learning framework to grade bladder cancer from histological images stained via immunohistochemical techniques. Specifically, we propose a novel Deep Convolutional Embedded Attention Clustering (DCEAC) which allows classifying histological patches into different severity levels of the disease, according to the patterns established in the literature. The proposed DCEAC model follows a two-step fully unsupervised learning methodology to discern between non-tumour, mild and infiltrative patterns from high-resolution samples of 512x512 pixels. Our system outperforms previous clustering-based methods by including a convolutional attention module, which allows refining the features of the latent space before the classification stage. The proposed network exceeds state-of-the-art approaches by 2-3% across different metrics, achieving a final average accuracy of 0.9034 in a multi-class scenario. Furthermore, the reported class activation maps evidence that our model is able to learn by itself the same patterns that clinicians consider relevant, without incurring prior annotation steps. This fact supposes a breakthrough in muscle-invasive bladder cancer grading which bridges the gap with respect to train the model on labelled data.
翻译:最近,膀胱癌在发病率和死亡率方面大幅上升。目前,根据肿瘤增长,已知有两种子类型:非肌肉入侵(NMIBC)和肌肉侵入膀胱癌(MIBC)。在这项工作中,我们侧重于MIBC子类型,因为它是最坏的预感,可以扩散到相邻器官。我们提出了一个自学框架,从通过免疫物理化学技术染色的骨骼图象中将膀胱癌分级。具体地说,我们建议采用一个新的深革命嵌入式关注聚群(DCEAC),根据文献中确立的模式,将骨骼补丁分为不同严重程度的疾病。我们提议的DCEAC模型采用两步完全不受监督的学习方法,从512x512像素的高分辨率样本中分辨出非扰动、温和渗透模式。我们的系统通过包含一个革命关注模块,从而在分类阶段之前可以改进潜伏空间的特征。拟议中的网络将骨质补丁分级分为不同程度的轨道,在10-23级的轨道上,在前的轨道上,以不使用一种不精确的状态的直径直径直径直径直径直径直径直径直径直径直径直径直径直径直径直径直径直径直径直的模型,在前的轨道上,在前的轨道上,在前,在前的轨道上,在前的轨道上,根据一个稳定的轨道上,根据一个稳定的轨道上,根据一个稳定的轨道上,通过一个稳定的平流模型,通过一个稳定的平级图图图图图进行。