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Capsules for Object Segmentation
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Convolutional neural networks (CNNs) have shown remarkable results over the last several years for a wide range of computer vision tasks. A new architecture recently introduced by Sabour et al., referred to as a capsule networks with dynamic routing, has shown great initial results for digit recognition and small image classification. The success of capsule networks lies in their ability to preserve more information about the input by replacing max-pooling layers with convolutional strides and dynamic routing, allowing for preservation of part-whole relationships in the data. This preservation of the input is demonstrated by reconstructing the input from the output capsule vectors. Our work expands the use of capsule networks to the task of object segmentation for the first time in the literature. We extend the idea of convolutional capsules with locally-connected routing and propose the concept of deconvolutional capsules. Further, we extend the masked reconstruction to reconstruct the positive input class. The proposed convolutional-deconvolutional capsule network, called SegCaps, shows strong results for the task of object segmentation with substantial decrease in parameter space. As an example application, we applied the proposed SegCaps to segment pathological lungs from low dose CT scans and compared its accuracy and efficiency with other U-Net-based architectures. SegCaps is able to handle large image sizes (512 x 512) as opposed to baseline capsules (typically less than 32 x 32). The proposed SegCaps reduced the number of parameters of U-Net architecture by 95.4% while still providing a better segmentation accuracy.
Forward citations
Cited by 9 Pith papers
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The Convergence of Dynamic Routing between Capsules
Dynamic routing between capsules is exactly nonlinear gradient descent on the concave objective Ψ(C) = -Σ_j (||U_j C(:,j)|| - arctan ||U_j C(:,j)||), whose value decreases at every routing iteration.
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Recognizing Image Objects by Relational Analysis Using Heterogeneous Superpixels and Deep Convolutional Features
A capsule network operating on superpixel-pooled VGG-16 features can classify images with about 89% accuracy on a small four-class dataset and provides part-whole explanations without segmentation labels.
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Quantum Feature-Empowered Deep Classification for Fast Mangrove Mapping
A dual-branch CNN plus quantum-circuit network, QEDNet, improves mangrove mapping accuracy on three Sentinel-2 test scenes over conventional deep networks while using fewer parameters.
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Point2SpatialCapsule: Aggregating Features and Spatial Relationships of Local Regions on Point Clouds using Spatial-aware Capsules
Point2SpatialCapsule replaces max-pooling aggregation with NetVLAD-style clustering plus dynamic capsule routing, achieving 93.4% accuracy on ModelNet40 classification.
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Weakly Supervised Segmentation by A Deep Geodesic Prior
A geodesic-map autoencoder prior added to the segmentation loss improves cardiac MRI segmentation Dice by 4.4% on clean labels and by 4.6% to 6.3% on two levels of synthetic label noise.
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Federated Learning for Large Models in Medical Imaging: A Comprehensive Review
A survey of federated learning for medical imaging covers CT/MRI reconstruction and downstream diagnosis and segmentation, emphasizing non-IID data and privacy.
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Conditional diffusion model with spatial attention and latent embedding for medical image segmentation
A conditional diffusion model with a per-timestep discriminator, spatial attention, and latent embedding reports state-of-the-art accuracy on three medical segmentation datasets using only 2 to 4 diffusion steps.
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Object Learning and Robust 3D Reconstruction
The thesis presents FlowCapsules, RobustNeRF, and SpotLessSplats, demonstrating that unsupervised object-based learning with motion and geometric consistency improves segmentation and 3D reconstruction.
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Understanding Deep Learning Techniques for Image Segmentation
A 2019 survey that categorizes and intuitively explains major deep learning techniques for image segmentation, progressing from classical methods to modern neural architectures.
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