Aug 2026· International Journal of Modern Physics C· 0 citations
TL;DR
A model for identifying influence nodes in multilayer networks that leverages multilayer feature fusion, encompassing intra-layer features, weighted centrality features, and inter-layer structural features is proposed, which outperforms classical and heuristic baselines in terms of resilience, generalization, and robustness.
Abstract
Multilayer networks offer a powerful framework for modeling complex systems in which nodes engage in multiple types of interactions across interconnected layers. The Identification of influential nodes in multilayer networks is a growing research problem and is relatively less explored. There are numerous studies that have addressed influential node identification in single-layer networks, but very few have focused on multilayer networks. Moreover, existing methods for identifying influential nodes in multilayer complex networks often overlook the complex inter-layer coupling or rely on simple linear heuristics that fail to capture the intricate, non-linear relationship between network topology and spreading dynamics. This paper proposes a model for identifying influence nodes in multilayer networks that leverages multilayer feature fusion, encompassing intra-layer features, weighted centrality features, and inter-layer structural features. The ground truth for learning is obtained through a multilayer Susceptible–Infected–Recovered (SIR) simulation, where infection probabilities are dynamically determined from layer-specific degree distributions, allowing for the realistic modeling of heterogeneous diffusion dynamics. An XGBoost-based ensemble regression model is then trained to learn the non-linear mapping between node-level features and their diffusion-based influence. Furthermore, experiments on nine real-world multilayer datasets demonstrate that the proposed model outperforms classical and heuristic baselines in terms of resilience, generalization, and robustness.
This study introduces a new ranking framework that integrates a quasi-Laplacian structural measure with a gravity-inspired aggregation process and demonstrates that the proposed framework consistently outperforms existing techniques in terms of accuracy, resolution, and computational simplicity.
Shima Esfandiari, S. M. Fakhrahmad· arXiv.org· 0 citations
Accurate identification of key nodes in dynamic temporal networks is critical to network propagation control and governance. To address the issues that traditional temporal multilayer networks insufficiently consider node heterogeneity and inadequate inter-layer information fusion, this paper proposes the MSAM (Supra-A...
A nonparametric joint estimator based on blockmodel approximations is developed, which captures each layer's varying sparsity and connection structure, accounting for heterogeneity via shared latent variables across all layers, and enables high-resolution estimation even in sparser layers.
Identifying influential nodes in complex networks is a fundamental problem with applications in information diffusion, epidemic control, infrastructure robustness, and biological systems. Traditional approaches rely on structural centrality measures, such as degree, betweenness, closeness, and PageRank, which quantify...
A. Kurudi̇rek, Ibrahim Filik, Sravan Sakhamuri et al.· 2026 International Conferenc...· 0 citations
WKDH fuses local structural attributes with global structural attributes via a multiplicative weighted synergy model, simultaneously capturing local connection “quantity,” local connection “quality,” and global core-layer position, and achieves linear computational complexity of O(m).
Na Zhao, Chaozhou Dai, Guo-Lin Yang et al.· Entropy· 0 citations
Experimental results in seven complex networks of the real world show that the proposed hybrid centrality called k-core neighborhood density (KND) remarkably balances rank distribution and accuracy, and the identified influential nodes have a superior ability to spread their influence over a wide area of a network.