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Collaborating Authors

 Zimak, Dav


Constraint Classification for Multiclass Classification and Ranking

Neural Information Processing Systems

We present a meta-algorithm for learning in this framework that learns via a single linear classifier in high dimension. We discuss distribution independent as well as margin-based generalization bounds and present empirical and theoretical evidence showing that constraint classification benefits over existing methods of multiclass classification.


Constraint Classification for Multiclass Classification and Ranking

Neural Information Processing Systems

We present a meta-algorithm for learning in this framework that learns via a single linear classifier in high dimension. We discuss distribution independent as well as margin-based generalization bounds and present empirical and theoretical evidence showing that constraint classification benefits over existing methods of multiclass classification.