University of Haifa; TTI Chicago; Bar-Ilan University; Massachusetts Institute of Technology
Poster: Learning Efficient Random Maximum A-Posteriori Predictors with Non-Decomposable Loss Functions
7:00 – 11:59pm Friday, December 06, 2013
Harrah's Special Events Center, 2nd Floor
This is part of the Poster Session which begins at 19:00 on Friday December 6, 2013
In this work we develop efficient methods for learning random MAP predictors for structured label problems. In particular, we construct posterior distributions over perturbations that can be adjusted via stochastic gradient methods. We show that every smooth posterior distribution would suffice to define a smooth PAC-Bayesian risk bound suitable for gradient methods. In addition, we relate the posterior distributions to computational properties of the MAP predictors. We suggest multiplicative posteriors to learn super-modular potential functions that accompany specialized MAP predictors such as graph-cuts. We also describe label-augmented posterior models that can use efficient MAP approximations, such as those arising from linear program relaxations.