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Continuous Relaxation of MAP Inference: A Nonconvex Perspective

CVPR 2018 · Optimization › Nonconvex and smooth optimization · approach: Langevin sampling for nonconvex problems · 3 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use multilinear-decomposition ADMM instead of BCD, projected gradient descent, or Frank-WolfeNonconvex MAP relaxation · Inpainting, feature matching, pairwise stereo, segmentation, and second-order stereoenergyHelped
Use multilinear-decomposition ADMM instead of competing optimization algorithmsNonconvex MAP relaxation · Vision MRF modelsenergyMixed
Use MPLP-C instead of ADMMFeature matching · Feature matchingenergy: 75.12 -> 21.22Helped
Use TRWS instead of ADMMPairwise stereo · Pairwise stereoenergy: 1624106.00 -> 1587961.67Helped
Use SRMP instead of ADMMSegmentation · Segmentationenergy: 1400.68 -> 1400.57Helped
Use SRMP instead of ADMMSecond-order stereo · Second-order stereoenergy: 14068.53 -> 13914.82Helped
Use the simplex constraint set for every decomposed variable instead of looser nonnegative sets for all but one (ablation)ADMM · MAP inference modelsenergyHurt
Use one simplex constraint set and nonnegative orthants for the remaining decomposed variables (ablation)ADMM · MAP inference modelsenergyHelped
Increase the penalty parameter when residual improvement stalls (ablation)ADMM · MAP inference modelsconvergenceHelped
Use a small rather than a large ADMM penalty parameter (ablation)ADMM · MAP inference modelsenergyHelped
Use line search instead of diminishing step sizes (ablation)Projected gradient descent and Frank-Wolfe · MAP inference modelsconvergenceHelped
Use cyclic, star, or symmetric decomposition (ablation)ADMM · MAP inference modelsenergyNo clear effect

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