Games on Multiplex Networks

We develop a simple multilayer network model in which agents allocate effort across layers with heterogeneous structures, subject to an aggregate effort constraint. Incentives are shaped by agents’ network positions within each layer, and equilibrium behavior reflects both within- and cross-layer interactions. We analyze how shocks propagate through the network and characterize optimal targeting interventions. Our results show that effective policy design must account for effort allocation across layers. We also demonstrate that predictions from monolayer models can diverge sharply from those of multilayer models, underscoring the importance of accounting for network complexity in both empirical and policy analyses. (JEL C70, D78, D82, D85, H41, Z13)

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Publication Details

Journal
American Economic Review
Published
2026-03-31
DOI
https://doi.org/10.1257/aer.20240763
Primary Topic
Game Theory and Applications
Type
article
Field-Weighted Citation Impact
0.00
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article

Games on Multiplex Networks

Junjie Zhou, Yves Zenou
American Economic Review
Game Theory and Applications
article

Games on Multiplex Networks

Junjie Zhou, Yves Zenou
article en

Abstract

We develop a simple multilayer network model in which agents allocate effort across layers with heterogeneous structures, subject to an aggregate effort constraint. Incentives are shaped by agents’ network positions within each layer, and equilibrium behavior reflects both within- and cross-layer interactions. We analyze how shocks propagate through the network and characterize optimal targeting interventions. Our results show that effective policy design must account for effort allocation across layers. We also demonstrate that predictions from monolayer models can diverge sharply from those of multilayer models, underscoring the importance of accounting for network complexity in both empirical and policy analyses. (JEL C70, D78, D82, D85, H41, Z13)

American Economic ReviewVol. 116(4)
Monash University (AU), Tsinghua University (CN)
Openalex Percentile: Top 8%
Game Theory and Applications
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