Leakage-resistant graph learning for risk propagation and risk-constrained control in construction supply networks

Introduction Construction supply network decisions require both predecision warning from information available before operations unfold and topology-aware diagnosis after the disruption context becomes visible. We introduce an auditable framework that separates these regimes through a strict start-of-week information contract and connects risk scores to safety-gated resource allocation. Methods We combined public SUCCESS construction-logistics records with a frozen queue-flow mechanism producing paired counterfactual outcomes on a heterogeneous network with 302 nodes and 1,277 edges. Models were trained on pilots A and B, selected on pilot C, and evaluated on pilot D. The strict contract excluded all week-t outcomes, service levels, and shock-source indicators. Complementary evaluations comprised context-aware diagnosis, a construction consolidation center (CCC) outage panel, leave-one-project-out evaluation, and an independent SupplyGraph boundary test. Six resource policies were compared through validation-only selection and a held-out Pareto audit. Results Under the strict contract, the graph convolutional network achieved the highest held-out area under the precision–recall curve (AUPRC) of 0.2397 and area under the receiver operating characteristic curve (AUROC) of 0.8161 for 4,252 node-weeks with 60 positives. In the context-aware regime, relational GraphSAGE achieved an AUPRC of 0.5702, exceeding the matched multilayer perceptron (MLP) by 0.0803. Across eight positive pairs involving CCC outages, GraphSAGE achieved an AUPRC of 0.5845 versus 0.4994 for the MLP, with a positive pair-specific advantage in each case. The calibrated-risk guardrail identified an aggregate service improvement of 0.827% but screened the allocation out because the affected sites and failure durations increased. The held-out frontier also identified a deficit-only allocation that improved unserved demand, affected sites, and failure durations without overriding the predeclared deployment rule. Discussion The framework combines leakage-resistant graph evaluation, context-aware relational diagnosis, project-level applicability testing, and risk-gated network control. Its explicit safety gate prevents aggregate efficiency gains from concealing propagation-risk transfer.

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Publication Details

Journal
Frontiers in Physics
Published
2026-11-04
DOI
https://doi.org/10.3389/fphy.2026.1946795
Primary Topic
Supply Chain Resilience and Risk Management
Type
article
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article

Leakage-resistant graph learning for risk propagation and risk-constrained control in construction supply networks

Qin Fu, Yong Xiang, Yao Wei
Frontiers in Physics
Supply Chain Resilience and Risk Management
article

Leakage-resistant graph learning for risk propagation and risk-constrained control in construction supply networks

Qin Fu, Yong Xiang, Yao Wei
article en

Abstract

Introduction Construction supply network decisions require both predecision warning from information available before operations unfold and topology-aware diagnosis after the disruption context becomes visible. We introduce an auditable framework that separates these regimes through a strict start-of-week information contract and connects risk scores to safety-gated resource allocation. Methods We combined public SUCCESS construction-logistics records with a frozen queue-flow mechanism producing paired counterfactual outcomes on a heterogeneous network with 302 nodes and 1,277 edges. Models were trained on pilots A and B, selected on pilot C, and evaluated on pilot D. The strict contract excluded all week-t outcomes, service levels, and shock-source indicators. Complementary evaluations comprised context-aware diagnosis, a construction consolidation center (CCC) outage panel, leave-one-project-out evaluation, and an independent SupplyGraph boundary test. Six resource policies were compared through validation-only selection and a held-out Pareto audit. Results Under the strict contract, the graph convolutional network achieved the highest held-out area under the precision–recall curve (AUPRC) of 0.2397 and area under the receiver operating characteristic curve (AUROC) of 0.8161 for 4,252 node-weeks with 60 positives. In the context-aware regime, relational GraphSAGE achieved an AUPRC of 0.5702, exceeding the matched multilayer perceptron (MLP) by 0.0803. Across eight positive pairs involving CCC outages, GraphSAGE achieved an AUPRC of 0.5845 versus 0.4994 for the MLP, with a positive pair-specific advantage in each case. The calibrated-risk guardrail identified an aggregate service improvement of 0.827% but screened the allocation out because the affected sites and failure durations increased. The held-out frontier also identified a deficit-only allocation that improved unserved demand, affected sites, and failure durations without overriding the predeclared deployment rule. Discussion The framework combines leakage-resistant graph evaluation, context-aware relational diagnosis, project-level applicability testing, and risk-gated network control. Its explicit safety gate prevents aggregate efficiency gains from concealing propagation-risk transfer.

Frontiers in PhysicsVol. 14
Sichuan University of Arts and Science (CN), Sichuan Technology and Business University (CN)
Openalex Percentile: Top 12%
Supply Chain Resilience and Risk Management
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