Multimodal oscillator networks learn to solve a classification problem
Daan de Bos, Marc Serra-Garcia

TL;DR
This paper demonstrates a network of coupled oscillators capable of learning to classify data through a process that mimics biological and evolutionary learning mechanisms, using wave-based materials and multistability.
Contribution
It introduces a novel wave-based oscillator network that integrates long-term and short-term memory with a learning rule inspired by synaptic plasticity and evolution.
Findings
The network successfully learns classification tasks from examples.
Utilizes material multistability for long-term memory storage.
Employs symmetry and thermal noise to implement learning rules.
Abstract
We numerically demonstrate a network of coupled oscillators that can learn to solve a classification task from a set of examples -- performing both training and inference through the nonlinear evolution of the system. We accomplish this by combining three key elements to achieve learning: A long-term memory that stores learned responses, analogous to the synapses in biological brains; a short-term memory that stores the neural activations, similar to the firing patterns of neurons; and an evolution law that updates the synapses in response to novel examples, inspired by synaptic plasticity. Achieving all three elements in wave-based information processors such as metamaterials is a significant challenge. Here, we solve it by leveraging the material multistability to implement long-term memory, and harnessing symmetries and thermal noise to realize the learning rule. Our analysis reveals…
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Taxonomy
TopicsNeural Networks and Applications · Quantum Computing Algorithms and Architecture · Quantum chaos and dynamical systems
MethodsSelf-Learning
