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On the convergence of loss and uncertainty-based active learning algorithms
March 22, 2024, 4:43 a.m. | Daniel Haimovich, Dima Karamshuk, Fridolin Linder, Niek Tax, Milan Vojnovic
cs.LG updates on arXiv.org arxiv.org
Abstract: We consider the convergence rates of loss and uncertainty-based active learning algorithms under various assumptions. Firstly, we establish a set of conditions that ensure convergence rates when applied to linear classifiers and linearly separable datasets. This includes demonstrating convergence rate guarantees for loss-based sampling with various loss functions. Secondly, we introduce a framework that allows us to derive convergence rate bounds for loss-based sampling by leveraging known convergence rate bounds for stochastic gradient descent algorithms. …
abstract active learning algorithms arxiv assumptions classifiers convergence cs.ai cs.lg datasets linear loss rate sampling set type uncertainty
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