An Accurate and Single-Communication Federated Inference Algorithm

• URL: http://arxiv.org/abs/2608.27063v1
• Date: Thu, 27 Aug 2026 12:49:56 GMT
• Title: An Accurate and Single-Communication Federated Inference Algorithm
• Abstract summary: Single-communication federated inference enables statistical analyses through a single exchange of summary statistics.<n>We extend a recently proposed single-communication federated inference strategy by using third-order expansions to better approximate local log-likelihood functions.<n>We show that incorporating higher-order information of the log-likelihood function improves the accuracy while preserving the privacy, communication efficiency, and scalability required for collaborative biomedical and epidemiological research.
• Score: 0.0
• License: http://creativecommons.org/licenses/by/4.0/
• Abstract: Joint analyses across multiple institutions are increasingly important in biomedical and epidemiological research, particularly for rare diseases where datasets are typical small. However, privacy regulations and institutional policies often prevent the sharing of individual-level patient data. In this paper we present an accurate and single-communication federated inference algorithm. Single-communication federated inference enables statistical analyses through a single exchange of summary statistics between participating centers and a coordinating server, preserving privacy while reducing communication and computational costs compared with iterative federated learning. We extend a recently proposed single-communication federated inference strategy that is based on second-order Taylor expansions by using third-order expansions to better approximate local log-likelihood functions. The proposed method is evaluated through simulation studies based on real data and compared with existing federated inference strategies. The simulation studies assess the performance of the proposed method, with a particular focus on scenarios involving small local sample sizes, where quadratic approximations may fail to capture skewness and other higher-order characteristics of the log-likelihood function. They demonstrate that incorporating higher-order information of the log-likelihood function improves the accuracy while preserving the privacy, communication efficiency, and scalability required for collaborative biomedical and epidemiological research.

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