Hierarchical clustering and dimensional reduction for optimal control of large-scale agent-based models
Angela Monti, Fasma Diele, Dante Kalise

TL;DR
This paper introduces a scalable control framework for large agent-based models using clustering and projection techniques, enabling efficient optimal control of complex systems like opinion dynamics.
Contribution
It presents a novel twofold model reduction approach combining agent clustering and POD for controlling large-scale ABMs effectively.
Findings
Significant improvement in control efficiency for large ABMs.
Effective reduction of computational complexity in opinion dynamics models.
Enhanced ability to steer collective behaviors in complex systems.
Abstract
Agent-based models (ABMs) provide a powerful framework to describe complex systems composed of interacting entities, capable of producing emergent collective behaviours such as consensus formation or clustering. However, the increasing dimensionality of these models -- in terms of both the number of agents and the size of their state space -- poses significant computational challenges, particularly in the context of optimal control. In this work, we propose a scalable control frame work for large-scale ABMs based on a twofold model order reduction strategy: agent clustering and projection-based reduction via Proper Orthogonal Decomposition (POD). These techniques are integrated into a feedback loop that enables the design and application of optimal control laws over a reduced-order representation of the system. To illustrate the effectiveness of the approach, we consider the opinion…
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