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L EARNING Q UADRATIC M ETRICS FOR C LASSIFICATION Jacob Goldberger, Amir Globerson Sam Roweis University of Toronto Department of Computer Science [Google: Sam Toronto] with Geoff Hinton & Ruslan Salakhutdinov Learning to Compare


  1. L EARNING Q UADRATIC M ETRICS FOR C LASSIFICATION Jacob Goldberger, Amir Globerson Sam Roweis University of Toronto Department of Computer Science [Google: “Sam Toronto”] with Geoff Hinton & Ruslan Salakhutdinov Learning to Compare Examples NIPS Workshops 2006

  2. Distance Metric Learning • Many (un)supervised machine learning algorithms rely on a distance measure (metric) which compares examples. • Unless the problem structure strongly specifies this metric a-priori, the preferred approach is to learn the metric along with the rest of the parameters based on the training set. • Today I’ll focus on semi-parametric classifiers , e.g. KNN, SVMs, Gaussian Processes, Markov Networks, ... • Given a labelled data set { x i , C i } , how should we learn a metric d [ x 1 , x 2 ] that will give good generalization when used in ? x such a classifier? 1 x 2

  3. Basic Classifiers Perform Annoyingly Well

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