AD-GAN: End-to-end Unsupervised Nuclei Segmentation with Aligned Disentangling Training
Kai Yao, Kaizhu Huang, Jie Sun, Curran Jude

TL;DR
AD-GAN is an innovative end-to-end unsupervised framework for nuclei segmentation that leverages representation disentanglement to preserve spatial structure and reduce lossy transformations, outperforming existing methods.
Contribution
The paper introduces AD-GAN, a novel end-to-end unsupervised nuclei segmentation model that employs representation disentanglement and a new training algorithm to improve accuracy and reduce content loss.
Findings
Outperforms existing unsupervised methods by 17.8% in DICE score.
Achieves results comparable to supervised models.
Effective on both 2D and 3D real-world datasets.
Abstract
We consider unsupervised cell nuclei segmentation in this paper. Exploiting the recently-proposed unpaired image-to-image translation between cell nuclei images and randomly synthetic masks, existing approaches, e.g., CycleGAN, have achieved encouraging results. However, these methods usually take a two-stage pipeline and fail to learn end-to-end in cell nuclei images. More seriously, they could lead to the lossy transformation problem, i.e., the content inconsistency between the original images and the corresponding segmentation output. To address these limitations, we propose a novel end-to-end unsupervised framework called Aligned Disentangling Generative Adversarial Network (AD-GAN). Distinctively, AD-GAN introduces representation disentanglement to separate content representation (the underling spatial structure) from style representation (the rendering of the structure). With this…
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Taxonomy
TopicsGenerative Adversarial Networks and Image Synthesis · AI in cancer detection · Cell Image Analysis Techniques
Methods*Communicated@Fast*How Do I Communicate to Expedia? · Batch Normalization · Residual Connection · Sigmoid Activation · PatchGAN · HuMan(Expedia)||How do I get a human at Expedia? · Residual Block · Cycle Consistency Loss · Instance Normalization · GAN Least Squares Loss
