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Multi-View Clustering in Latent Embedding Space

AAAI 2020 · Learning theory and algorithms › Clustering · approach: Incomplete multi-view clustering · 282 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · YaleACC: 0.6673 -> 0.7048Helped
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · MSRCv1ACC: 0.6743 -> 0.8819Helped
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · ORLACC: 0.8013 -> 0.7973No clear effect
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · BBCSportACC: 0.8512 -> 0.8798Helped
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · YaleNMI: 0.6896 -> 0.7254Helped
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · MSRCv1NMI: 0.5776 -> 0.7976Helped
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · ORLNMI: 0.9066 -> 0.9022No clear effect
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · BBCSportNMI: 0.7448 -> 0.8071Helped
MCLES (joint latent embedding, similarity and indicator learning) vs LMSCmulti-view clustering · MSRCv1PUR: 0.6900 -> 0.8819Helped
vary parameters d, alpha, beta, gamma over ranges (ablation)MCLES · all four datasetsNMINo clear effect

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