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Grassmannian Manifold Optimization Assisted Sparse Spectral Clustering

CVPR 2017 · Learning theory and algorithms › Clustering · approach: Subspace clustering · 27 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Optimize the sparse spectral clustering objective directly on the Grassmann manifold instead of solving the convex SSC relaxationSpectral clustering · YaleBaccuracy: 95.64(5.90) -> 96.58(3.94) at K = 5; 82.86(4.86) -> 85.24(4.34) at K = 10; 75.06(1.59) -> 76.84(1.49) at K = 18Helped
Optimize the sparse spectral clustering objective directly on the Grassmann manifold instead of solving the convex SSC relaxationSpectral clustering · ORLaccuracy: 97.25(6.62) -> 97.80(5.41) at K = 5; 80.95(10.67) -> 82.77(6.32) at K = 10; 77.95(7.41) -> 78.96(5.21) at K = 18Helped
Use Grassmann manifold optimization rather than the convex SSC solutionSpectral clustering · Three-Gaussianaccuracy: 100 -> 100No clear effect
Use Grassmann manifold optimization rather than the convex SSC solutionSpectral clustering · Three-Ringaccuracy: 100 -> 100No clear effect
Use Grassmann manifold optimization rather than the convex SSC solutionSpectral clustering · Two disjoint para-curvesaccuracy: 83.50% -> 100%Helped
Increase β to 0.0005 (ablation)GSC and SSC · Three-Gaussianaccuracy: GSC: 100 -> 95.7; SSC: 100 -> 53Mixed
Increase β to 0.0005 (ablation)GSC and SSC · Three-Ringaccuracy: GSC: 100 -> 87.14; SSC: 100 -> 49.43Mixed
Increase β to 0.01 (ablation)GSC and SSC · YaleB, K=10accuracy: GSC: 83.30 -> 55.00; SSC: 82.24 -> 22.37Mixed
Increase β to 0.01 (ablation)GSC and SSC · ORL, K=10accuracy: GSC: 81.30 -> 77.10; SSC: 79.90 -> 59.80Mixed

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