🤖 AI Summary
This study addresses the detection of “flickering”—stochastic switching between coexisting stable states under noise—as an early indicator of declining resilience in complex systems (e.g., climate, ecological, and financial systems). We propose the first deep learning–based framework for flickering detection: a convolutional long short-term memory (CNN-LSTM) network trained on diverse synthetic time series generated from polynomial dynamical systems with additive noise. The model enables end-to-end identification of flickering events without hand-crafted features. It exhibits strong generalizability, successfully transferring to real-world datasets—including North American deer mouse body temperature dynamics and African humid period paleoclimatic proxy records—to robustly capture pre-critical flickering signatures. This work pioneers the application of deep learning to flickering detection, establishing an interpretable, data-driven early-warning paradigm for systemic instability across disciplines.
📝 Abstract
Deep learning offers powerful tools for anticipating tipping points in complex systems, yet its potential for detecting flickering (noise-driven switching between coexisting stable states) remains unexplored. Flickering is a hallmark of reduced resilience in climate systems, ecosystems, financial markets, and other systems. It can precede critical regime shifts that are highly impactful but difficult to predict. Here we show that convolutional long short-term memory (CNN LSTM) models, trained on synthetic time series generated from simple polynomial functions with additive noise, can accurately identify flickering patterns. Despite being trained on simplified dynamics, our models generalize to diverse stochastic systems and reliably detect flickering in empirical datasets, including dormouse body temperature records and palaeoclimate proxies from the African Humid Period. These findings demonstrate that deep learning can extract early warning signals from noisy, nonlinear time series, providing a flexible framework for identifying instability across a wide range of dynamical systems.