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Research map / Learning theory and algorithms / Combinatorial and search optimization

Approximately Optimal Core Shapes for Tensor Decompositions

ICML 2023 · Learning theory and algorithms › Combinatorial and search optimization · approach: Globally optimal geometric optimization · 2 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use HOSVD-IP to choose the core shape instead of RRE-greedySize-constrained Tucker decomposition on Cardiac MRI · Cardiac MRIrelative reconstruction errorHelped
Use HOSVD-IP to choose the core shape instead of RRE-greedySize-constrained Tucker decomposition on Cardiac MRI · Cardiac MRIrunning time: 1000x fasterHelped
Use HOSVD-greedy to choose the core shape instead of RRE-greedySize-constrained Tucker decomposition · HyperspectralTucker packing objectiveHelped
Use HOSVD-based greedy core-shape selection rather than RRE-greedySize-constrained Tucker decomposition · Hyperspectralcore shapeNo clear effect
Use HOSVD-greedy or HOSVD-bang-for-buck instead of RRE-greedySize-constrained Tucker decomposition · VicRoadsrelative reconstruction errorNo clear effect
Use HOSVD-greedy or HOSVD-bang-for-buck instead of RRE-greedySize-constrained Tucker decomposition · VicRoadsrunning time: 100x slowerHelped
Increase the first core-shape dimension during greedy HOSVD packingHOSVD greedy core-shape solvers · COIL-100Tucker packing objectiveHurt
Increase the first core-shape dimension during greedy HOSVD packingHOSVD greedy core-shape solvers · COIL-100relative reconstruction errorMixed

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