Cluster Synchronization and Associative Memory in Adaptive Networks with Neural Plasticity

Adaptive networks with time-varying connectivity provide a fundamental paradigm to model networks of neurons, whose fingerprint is synaptic plasticity. We employ the stability analysis proposed in a recent paper, based on the formulation of a master stability function, to study cluster synchronization in adaptive networks with neural plasticity. We investigate how adaptation affects multistability in the network, where each stable solution encodes an archetypal pattern for auto-associative memories. This analysis is carried out with respect to the overall coupling strength, the adaptation rule, the number of nodes of the network, and the number of coexisting stable solutions. In particular, the coupling strength can be tuned to determine the maximum cluster size and the variability in the cluster sizes.

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Published
2025-05-25
DOI
https://doi.org/10.1109/iscas56072.2025.11044239
Primary Topic
Neural Networks and Applications
Type
article
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article

Cluster Synchronization and Associative Memory in Adaptive Networks with Neural Plasticity

Francesco Sorrentino, Marco Storace, Matteo Lodi
Neural Networks and Applications
article

Cluster Synchronization and Associative Memory in Adaptive Networks with Neural Plasticity

Francesco Sorrentino, Marco Storace, Matteo Lodi
article en

Abstract

Adaptive networks with time-varying connectivity provide a fundamental paradigm to model networks of neurons, whose fingerprint is synaptic plasticity. We employ the stability analysis proposed in a recent paper, based on the formulation of a master stability function, to study cluster synchronization in adaptive networks with neural plasticity. We investigate how adaptation affects multistability in the network, where each stable solution encodes an archetypal pattern for auto-associative memories. This analysis is carried out with respect to the overall coupling strength, the adaptation rule, the number of nodes of the network, and the number of coexisting stable solutions. In particular, the coupling strength can be tuned to determine the maximum cluster size and the variability in the cluster sizes.

University of New Mexico (US), University of Genoa (IT)
Openalex Percentile: Top 93%
Neural Networks and Applications
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