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Research map / Learning theory and algorithms / Matrix and tensor methods

A Dual Framework for Low-rank Tensor Completion

NeurIPS 2018 · Learning theory and algorithms › Matrix and tensor methods · approach: Low-rank tensor completion · 19 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use an ℓ2-based non-sparse tensor mixture instead of the latent trace norm's sparse mixtureTensor completion · Ribeira and Baboontest generalization performanceHelped
Use the non-sparse latent trace norm formulation (TR-MM)Tensor completion · Ribeiratest RMSE: 0.087\pm0.001 -> 0.067\pm0.001Helped
Use the non-sparse latent trace norm formulation (TR-MM)Tensor completion · Baboontest RMSE: 0.459\pm0.002 -> 0.121 \pm 0.001Helped
Use TR-MM rather than the strongest listed baselineTensor completion · Tomatotest RMSE: 0.042\pm0.001 -> 0.041\pm0.001Helped
Use TR-MM rather than the strongest listed baselineLink prediction · FB15k-237test AUC: 0.821\pm0.003 -> 0.823\pm0.001Helped
Use TR-MM rather than RpreconTensor completion · MovieLens10Mtest RMSE: 0.831\pm0.002 -> 0.840\pm0.001Hurt
Use TR-MM rather than FFWTensor completion with outliers · Ribeira, x=0.05RMSE: 0.095 -> 0.081Helped
Use TR-MM rather than RpreconLink prediction with outliers · FB15k-237, x=0.05AUC: 0.794 -> 0.803Helped
Use TR-MM rather than baselinesLink prediction with reduced training data · FB15k-237test AUCHelped

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