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Creators/Authors contains: "Mario Sznaier, Octavia Camps"

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  1. (, Proceedings of the IEEE Conference on Computer Vision and Pattern Recognition)
    This paper addresses the problem of subspace clustering in the presence of outliers. Typically, this scenario is handled through a regularized optimization, whose computational complexity scales polynomially with the size of the data. Further, the regularization terms need to be manually tuned to achieve optimal performance. To circumvent these difficulties, in this paper we propose an outlier removal algorithm based on evaluating a suitable sum-ofsquares polynomial, computed directly from the data. This algorithm only requires performing two singular value decompositions of fixed size, and provides certificates on the probability of misclassifying outliers as inliers. 
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    Accepted Manuscript Full Text Available