Using a reservoir computer to learn chaotic attractors, with applications to chaos synchronization and cryptography
Piotr Antonik et al. · Jul 24, 2018
The authors found that trained reservoir computers can synchronize with chaotic systems and break related cryptography.
In short
The authors used a specific machine learning method called reservoir computing to train one system to mimic another. They found that these trained systems can synchronize with chaotic models and were even able to break a specific type of chaos-based encryption. This matters because it demonstrates that such simple computational tools are highly effective at emulating complex, unpredictable behaviors.
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Read it at link.aps.org (opens in a new tab)Next in the stack: Synchronization of Chaos in Neural Systems →
- Field
- Artificial Intelligence
- Authors
- Piotr Antonik, Marvyn Gulina, Jaël Pauwels, Serge Massar
- Published
- Jul 24, 2018
- Cited by
- 111 papers
- Theme
- Chaos
- In the glossary
- Attractor, Chaos, Reservoir computer, Synchronization
- Kept since
- Oct 3, 2026
- How I rank it
- 5 of 5
- Found by
- The discovery feed