CVLGIVOct 15, 2019

SegSort: Segmentation by Discriminative Sorting of Segments

arXiv:1910.06962v2160 citations
AI Analysis

This addresses the problem of semantic segmentation for computer vision by introducing a novel method that improves accuracy and interpretability, though it is incremental in applying metric learning to this domain.

The paper tackles semantic segmentation by proposing SegSort, an end-to-end pixel-wise metric learning approach that mimics human perceptual grouping, achieving 76% performance of supervised methods in unsupervised settings and showing consistent improvements with supervision.

Almost all existing deep learning approaches for semantic segmentation tackle this task as a pixel-wise classification problem. Yet humans understand a scene not in terms of pixels, but by decomposing it into perceptual groups and structures that are the basic building blocks of recognition. This motivates us to propose an end-to-end pixel-wise metric learning approach that mimics this process. In our approach, the optimal visual representation determines the right segmentation within individual images and associates segments with the same semantic classes across images. The core visual learning problem is therefore to maximize the similarity within segments and minimize the similarity between segments. Given a model trained this way, inference is performed consistently by extracting pixel-wise embeddings and clustering, with the semantic label determined by the majority vote of its nearest neighbors from an annotated set. As a result, we present the SegSort, as a first attempt using deep learning for unsupervised semantic segmentation, achieving $76\%$ performance of its supervised counterpart. When supervision is available, SegSort shows consistent improvements over conventional approaches based on pixel-wise softmax training. Additionally, our approach produces more precise boundaries and consistent region predictions. The proposed SegSort further produces an interpretable result, as each choice of label can be easily understood from the retrieved nearest segments.

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