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- W3208537030 abstract "We are motivated by the problem of providing strong generalization guarantees in the context of meta-learning. Existing generalization bounds are either challenging to evaluate or provide vacuous guarantees in even relatively simple settings. We derive a probably approximately correct (PAC) bound for gradient-based meta-learning using two different generalization frameworks in order to deal with the qualitatively different challenges of generalization at the and levels. We employ bounds for uniformly stable algorithms at the base level and bounds from the PAC-Bayes framework at the meta level. The result of this approach is a novel PAC bound that is tighter when the base learner adapts quickly, which is precisely the goal of meta-learning. We show that our bound provides a tighter guarantee than other bounds on a toy non-convex problem on the unit sphere and a text-based classification example. We also present a practical regularization scheme motivated by the bound in settings where the bound is loose and demonstrate improved performance over baseline techniques." @default.
- W3208537030 created "2021-11-08" @default.
- W3208537030 creator A5011271886 @default.
- W3208537030 creator A5013839863 @default.
- W3208537030 date "2021-10-26" @default.
- W3208537030 modified "2023-09-23" @default.
- W3208537030 title "Generalization Bounds for Meta-Learning via PAC-Bayes and Uniform Stability." @default.
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