A three-phase alternating-update method for asymmetric tensor PCA achieves d to the power of k-minus-2 sample complexity with d-squared memory and improves when signal vectors align.
High dimensional estimation via sum-of-squares proofs
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Mild Over-Parameterization Benefits Asymmetric Tensor PCA
A three-phase alternating-update method for asymmetric tensor PCA achieves d to the power of k-minus-2 sample complexity with d-squared memory and improves when signal vectors align.