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MSL: Dimensionality Reduction of Tensor Data via Subspace Learning
This project aims to host multilinear subspace learning (MSL) algorithms for dimensionality reduction of multidimensional data through learning a low-dimensional subspace from tensorial representation directly.
The origin of MSL traces back to multi-way analysis in the 1960s and they have been studied extensively in face and gaitrecognition. With more connections revealed and analogies drawn between multilinear algorithms and their linear counterparts, MSL has become an exciting area to explore for applications involving large-scale multidimensional (tensorial) data as well as a challenging problem for machine learning researchers to tackle.
MSL-based dimensionality reduction employs either tensor-to-tensor projection (TTP) or tensor-to-vector projection (TVP). ...