Capsule Networks are a type of neural network architecture designed to better capture spatial hierarchies in data. Unlike traditional convolutional networks, they use groups of neurons called "capsules" that encode both the presence and pose of features. This allows them to recognize objects from various viewpoints and handle complex relationships between parts and wholes, leading to improved performance in tasks like image recognition and segmentation, especially when dealing with overlapping or rotated objects.
Capsule Networks are a type of neural network architecture designed to better capture spatial hierarchies in data. Unlike traditional convolutional networks, they use groups of neurons called "capsules" that encode both the presence and pose of features. This allows them to recognize objects from various viewpoints and handle complex relationships between parts and wholes, leading to improved performance in tasks like image recognition and segmentation, especially when dealing with overlapping or rotated objects.
What is a Capsule Network?
A neural network that uses capsules—groups of neurons that output a vector representing both the presence of a feature and its pose (instantiation parameters). This helps capture spatial hierarchies and improves recognition under viewpoint changes.
How do capsules differ from traditional CNN neurons?
Capsules output vectors (or matrices) instead of scalars, encoding both feature presence and pose. They use routing mechanisms to build part–whole relationships, preserving spatial information that CNNs may lose.
What does pose mean in Capsule Networks, and why is it useful?
Pose refers to properties like position, orientation, and scale of a feature. Encoding pose lets the network reason about spatial relationships, aiding object recognition from different viewpoints.
How does routing between capsules work?
Lower-level capsules predict outputs for higher-level capsules; through routing-by-agreement, predictions that align are routed to the same higher-level capsule, strengthening the correct part–whole connections.