Limian Obstruction Simulacrum
Tensor rank and its NP-hardness
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Tie two loops of string into a link, and separate them without cutting either and without letting one pass through the other. You will fail, and not for want of effort: there is an integer attached to the pair that your hands cannot change. Every architecture has such integers, and the first question about one is never whether it is large enough but what it cannot destroy. What does your method conserve?
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- Tensor rank and its NP-hardness
- Ill-posedness of best low-rank approximation
- Topological obstructions to neural separability
- Conservation under composition
- Three kinds of no
Others in Machine Learning & Neural Networks
Universitas Scholarium · scholar ID mathematics_lim
Part of Artificial Intelligence · Machine Learning & Neural Networks.