Data Selection for Transfer Unlearning

TL;DR

This paper introduces a transfer unlearning method that selects relevant data from a static dataset to efficiently remove non-static data influence from pretrained models, outperforming traditional finetuning especially with small static datasets.

Contribution

It proposes a novel data selection approach for transfer unlearning that is both efficient and effective, addressing unlearning requests proactively.

Findings

Outperforms exact unlearning on multiple datasets.

Achieves near upper-bound accuracy with small static datasets.

Highly efficient amortized unlearning process.

Abstract

As deep learning models are becoming larger and data-hungrier, there are growing ethical, legal and technical concerns over use of data: in practice, agreements on data use may change over time, rendering previously-used training data impermissible for training purposes. These issues have driven increased attention to machine unlearning: removing "the influence of" a subset of training data from a trained model. In this work, we advocate for a relaxed definition of unlearning that does not address privacy applications but targets a scenario where a data owner withdraws permission of use of their data for training purposes. In this context, we consider the important problem of \emph{transfer unlearning} where a pretrained model is transferred to a target dataset that contains some "non-static" data that may need to be unlearned in the future. We propose a new method that uses a mechanism for selecting relevant examples from an auxiliary "static" dataset, and finetunes on the selected data instead of "non-static" target data; addressing all unlearning requests ahead of time. We also adapt a recent relaxed definition of unlearning to our problem setting and demonstrate that our approach is an exact transfer unlearner according to it, while being highly efficient (amortized). We find that our method outperforms the gold standard "exact unlearning" (finetuning on only the "static" portion of the target dataset) on several datasets, especially for small "static" sets, sometimes approaching an upper bound for test accuracy. We also analyze factors influencing the accuracy boost obtained by data selection.