Efficient and Secure Federated Learning for Financial Applications

TL;DR

This paper introduces two gradient sparsification methods to enhance communication efficiency and privacy in federated learning for financial applications, significantly reducing data transfer costs while maintaining model accuracy.

Contribution

It proposes novel sparsification techniques compatible with secure aggregation, addressing communication bottlenecks in federated learning for sensitive financial data.

Findings

Reduces communication cost to 2.9%-18.9% of traditional methods

Maintains model accuracy with high sparsity ratios

Effective under Non-IID data distributions

Abstract

The conventional machine learning (ML) and deep learning approaches need to share customers' sensitive information with an external credit bureau to generate a prediction model that opens the door to privacy leakage. This leakage risk makes financial companies face an enormous challenge in their cooperation. Federated learning is a machine learning setting that can protect data privacy, but the high communication cost is often the bottleneck of the federated systems, especially for large neural networks. Limiting the number and size of communications is necessary for the practical training of large neural structures. Gradient sparsification has received increasing attention as a method to reduce communication cost, which only updates significant gradients and accumulates insignificant gradients locally. However, the secure aggregation framework cannot directly use gradient sparsification. This article proposes two sparsification methods to reduce communication cost in federated learning. One is a time-varying hierarchical sparsification method for model parameter update, which solves the problem of maintaining model accuracy after high ratio sparsity. It can significantly reduce the cost of a single communication. The other is to apply the sparsification method to the secure aggregation framework. We sparse the encryption mask matrix to reduce the cost of communication while protecting privacy. Experiments show that under different Non-IID experiment settings, our method can reduce the upload communication cost to about 2.9% to 18.9% of the conventional federated learning algorithm when the sparse rate is 0.01.