Node Criticality Assessment in Interdependent Networks via Decoupled Function Graphs

The traditional topology-based metrics for assessing node criticality may fall short in highly heterogeneous multilayer networks. This work introduces a novel modeling framework that incorporates both function and topology to effectively measure node criticality. The framework is applied to the State of Kansas’ transportation network as a practical example of an infrastructure network, identifying the most critical nodes under various operating load conditions. The findings reveal, among other insights, a significant rise in an adversary’s success rate when targeting the most critical nodes rather than a random set of nodes.

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Published
2025-01-15
DOI
https://doi.org/10.1109/icoin63865.2025.10992910
Primary Topic
Complex Network Analysis Techniques
Type
article
Field-Weighted Citation Impact
0.00

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article

Node Criticality Assessment in Interdependent Networks via Decoupled Function Graphs

Ali Eslami
Complex Network Analysis Techniques
article

Node Criticality Assessment in Interdependent Networks via Decoupled Function Graphs

Ali Eslami
article en

Abstract

The traditional topology-based metrics for assessing node criticality may fall short in highly heterogeneous multilayer networks. This work introduces a novel modeling framework that incorporates both function and topology to effectively measure node criticality. The framework is applied to the State of Kansas’ transportation network as a practical example of an infrastructure network, identifying the most critical nodes under various operating load conditions. The findings reveal, among other insights, a significant rise in an adversary’s success rate when targeting the most critical nodes rather than a random set of nodes.

Wichita State University (US)
National Science Foundation
Reduced inequalities
Openalex Percentile: Top 92%
Complex Network Analysis Techniques
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