Prior-informed conditional Gaussian graphical models: an application to protein interaction network reconstruction

📅 2026-06-30
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🤖 AI Summary
Existing methods for modeling protein–protein interaction networks often neglect prior biological knowledge and assume a static network structure across individuals, thereby failing to capture covariate-driven, personalized interaction patterns. This work proposes a conditional Gaussian graphical model that, for the first time, integrates database-derived priors and covariate-dependent relationships within a unified framework. By employing structured weighted L1 regularization, the method simultaneously incorporates population-level priors while preserving context-specific perturbations. It effectively distinguishes between universal interactions and disease-specific alterations. Applied to proteomic data from the UK Biobank (n = 49,129), the approach identified 34 network centrality–based biomarkers and six functionally coherent protein modules, with several biomarkers detectable only through connectivity changes rather than differential expression.
📝 Abstract
Protein-protein interaction (PPI) networks, estimated from high-throughput omics data, foster biomarker discovery and precision medicine. Gaussian graphical models (GGMs) offer a principled reconstruction framework. Yet, existing applications face two limitations: they overlook the rich existing knowledge encoded in curated biological databases, and they assume a homogeneous network structure across all individuals, neglecting the influence of covariates or confounding factors on these interactions and preventing personalised representations. Even though these limitations have been addressed separately in previous work, no current approach resolves them simultaneously. We introduce a prior-informed conditional Gaussian graphical model that integrates database-derived interaction priors with covariate-dependent network modeling in a unified, scalable framework. The key methodological innovation is a structured, weighted penalty that selectively incorporates priors into population-level network estimation, while leaving context-specific perturbations entirely data-driven, as curated databases capture canonical interactions rather than disease-specific signals. Simulation studies demonstrate consistent and robust improvements in population-level network reconstruction across diverse settings, even when prior knowledge is imperfect. Applied to UK Biobank cardiometabolic proteomics (n = 49,129, p = 366 proteins), the method recovers T2D-associated network perturbations, identifying 34 network-central candidate biomarkers, several detectable only through their connectivity, not differential expression, and revealing six biologically coherent protein communities with distinct pathway enrichments spanning metabolic, cardiovascular, and cancer-related processes. Code is available at https://github.com/AlessiaMapelli/Prior-informed-conditional-GGMs.
Problem

Research questions and friction points this paper is trying to address.

Protein-protein interaction networks
Gaussian graphical models
Prior knowledge integration
Covariate-dependent networks
Personalized network reconstruction
Innovation

Methods, ideas, or system contributions that make the work stand out.

prior-informed GGM
conditional Gaussian graphical model
protein-protein interaction network
covariate-dependent network
structured penalty
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A
Alessia Mapelli
MOX, Department of Mathematics, Politecnico di Milano, Milan, Italy; Health Data Science Research Centre, Human Technopole, Milan, Italy
M
Michela Carlotta Massi
Health Data Science Research Centre, Human Technopole, Milan, Italy
G
Gianmauro Cuccuru
Health Data Science Research Centre, Human Technopole, Milan, Italy
E
Emanuele Di Angelantonio
British Heart Foundation Cardiovascular Epidemiology Unit, Department of Public Health and Primary Care, University of Cambridge, Cambridge, UK; Victor Phillip Dahdaleh Heart and Lung Research Institute, University of Cambridge, Cambridge, UK; British Heart Foundation Centre of Research Excellence, University of Cambridge, Cambridge, UK; National Institute for Health and Care Research Blood and Transplant Research Unit in Donor Health and Behaviour, University of Cambridge, Cambridge, UK
Francesca Ieva
Francesca Ieva
Associate Professor, MOX - Department of Mathematics, Politecnico di Milano
Health Data ScienceHealth AnalyticsBiostatisticsStatistical Learning