LEA: Label Enumeration Attack in Vertical Federated Learning

TL;DR

This paper introduces LEA, a novel label inference attack in vertical federated learning that effectively enumerates labels without auxiliary data, using model similarity measures and optimization techniques to improve efficiency and robustness.

Contribution

The paper presents LEA, the first scalable label enumeration attack applicable across multiple VFL scenarios without auxiliary data, utilizing cosine similarity of loss gradients and model reduction strategies.

Findings

LEA successfully infers labels in various VFL scenarios.

LEA outperforms existing attacks in efficiency and accuracy.

LEA is resilient against common defense mechanisms.

Abstract

A typical Vertical Federated Learning (VFL) scenario involves several participants collaboratively training a machine learning model, where each party has different features for the same samples, with labels held exclusively by one party. Since labels contain sensitive information, VFL must ensure the privacy of labels. However, existing VFL-targeted label inference attacks are either limited to specific scenarios or require auxiliary data, rendering them impractical in real-world applications. We introduce a novel Label Enumeration Attack (LEA) that, for the first time, achieves applicability across multiple VFL scenarios and eschews the need for auxiliary data. Our intuition is that an adversary, employing clustering to enumerate mappings between samples and labels, ascertains the accurate label mappings by evaluating the similarity between the benign model and the simulated models trained under each mapping. To achieve that, the first challenge is how to measure model similarity, as models trained on the same data can have different weights. Drawing from our findings, we propose an efficient approach for assessing congruence based on the cosine similarity of the first-round loss gradients, which offers superior efficiency and precision compared to the comparison of parameter similarities. However, the computational cost may be prohibitive due to the necessity of training and comparing the vast number of simulated models generated through enumeration. To overcome this challenge, we propose Binary-LEA from the perspective of reducing the number of models and eliminating futile training, which lowers the number of enumerations from n! to n^3. Moreover, LEA is resilient against common defense mechanisms such as gradient noise and gradient compression.