LGAIMLMay 16, 2023

Learning from Aggregated Data: Curated Bags versus Random Bags

arXiv:2305.09557v212 citations
Originality Highly original
AI Analysis

This addresses privacy concerns in large-scale ML systems by enabling effective model training without individual data, though it is incremental in applying existing aggregation methods.

The paper tackles training machine learning models using aggregated data labels instead of individual ones to protect user privacy, showing that for curated bags, gradient-based learning can match individual-label performance, and for random bags, it provides generalization bounds with a trade-off between bag size and error rate.

Protecting user privacy is a major concern for many machine learning systems that are deployed at scale and collect from a diverse set of population. One way to address this concern is by collecting and releasing data labels in an aggregated manner so that the information about a single user is potentially combined with others. In this paper, we explore the possibility of training machine learning models with aggregated data labels, rather than individual labels. Specifically, we consider two natural aggregation procedures suggested by practitioners: curated bags where the data points are grouped based on common features and random bags where the data points are grouped randomly in bag of similar sizes. For the curated bag setting and for a broad range of loss functions, we show that we can perform gradient-based learning without any degradation in performance that may result from aggregating data. Our method is based on the observation that the sum of the gradients of the loss function on individual data examples in a curated bag can be computed from the aggregate label without the need for individual labels. For the random bag setting, we provide a generalization risk bound based on the Rademacher complexity of the hypothesis class and show how empirical risk minimization can be regularized to achieve the smallest risk bound. In fact, in the random bag setting, there is a trade-off between size of the bag and the achievable error rate as our bound indicates. Finally, we conduct a careful empirical study to confirm our theoretical findings. In particular, our results suggest that aggregate learning can be an effective method for preserving user privacy while maintaining model accuracy.

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