The Sparse Manifold Transform
Yubei Chen, Dylan Paiton, Bruno Olshausen
–Neural Information Processing Systems
We present a signal representation framework called the sparse manifold transform that combines key ideas from sparse coding, manifold learning, and slow feature analysis. It turns non-linear transformations in the primary sensory signal space into linear interpolations in a representational embedding space while maintaining approximate invertibility. The sparse manifold transform is an unsupervised and generative framework that explicitly and simultaneously models the sparse discreteness and low-dimensional manifold structure found in natural scenes. When stacked, it also models hierarchical composition. We provide a theoretical description of the transform and demonstrate properties of the learned representation on both synthetic data and natural videos.
Neural Information Processing Systems
Oct-7-2024, 18:03:36 GMT
- Country:
- North America > United States > California (0.28)
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- Health & Medicine > Therapeutic Area (0.68)
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