2013

Stochastic Bound Majorization

Choromanska, Anna, Jebara, Tony

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Recently a majorization method for optimizing partition functions of log-linear models was proposed alongside a novel quadratic variational upper-bound.

  • In the batch setting, it outperformed state-of-the-art first- and second-order optimization methods on various learning tasks.
  • We propose a stochastic version of this bound majorization method as well as a low-rank modification for high-dimensional data-sets.
  • The resulting stochastic second-order method outperforms stochastic gradient descent (across variations and various tunings) both in terms of the number of iterations and computation time till convergence while finding a better quality parameter setting.

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