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Frequency-dependent covariance reveals critical spatio-temporal patterns of synchronized activity in the human brain
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Recent analyses combining advanced theoretical techniques and high-quality data from thousands of simultaneously recorded neurons provide strong support for the hypothesis that neural dynamics operate near the edge of instability across regions in the brain. However, these analyses, as well as related studies, often fail to capture the intricate temporal structure of brain activity as they primarily rely on time-integrated measurements across neurons. In this study, we present a novel framework designed to explore signatures of criticality across diverse frequency bands and construct a much more comprehensive description of brain activity. Additionally, we introduce a method for projecting brain activity onto a basis of spatio-temporal patterns, facilitating time-dependent dimensionality reduction. Applying this framework to a magnetoencephalography dataset, we observe significant differences in both criticality signatures and spatio-temporal activity patterns between healthy subjects and individuals with Parkinson's disease.
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Gaussian fluctuations of non-reciprocal systems
Exact Gaussian fluctuation calculations for two linearly coupled non-reciprocal fields reveal enhanced k^-4 and k^-6 divergences at critical exceptional points and a mechanism for 1/f noise.
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