Hyperspherical Representation Learning
Technique of learning representations within a multidimensional sphere to leverage inherent geometric properties.
Hyperspherical Representation Learning is an approach in machine learning (ML) where representations are learned within a hypersphere, a multidimensional sphere, rather than Euclidean spaces. The hyperspherical geometry provides unique properties like normalized and bounded distances, which can carry significant benefits in several ML tasks. This form of representation learning is particularly applicable where distance metrics are crucial, such as in clustering, embeddings, and specific kinds of neural networks like radial basis function networks.
Hyperspherical Representation Learning has its roots within the broader field of representation learning, an area of machine learning that has been extensively studied since the 1980s. However, the specific focus on hyperspherical representations is a more recent shift, gaining notably increased attention within the last decade in line with the broader resurgence of neural networks and deep learning.
While there have been various contributors to the field of hyperspherical representation learning, it is more of an emergent property of the broader ML research community's focus on more complex, high-dimensional representations, following the wider recognition of the importance of representation learning in solving complex AI tasks.