Uncovering functional brain signature via random matrix theory
Assaf Almog, Ori Roethler, Renate Buijink, Stephan Michel, Johanna H, Meijer, Jos H. T. Rohling, and Diego Garlaschelli

TL;DR
This paper introduces a novel random matrix theory-based method to detect sign-dependent brain modules, revealing previously hidden inhibitory and excitatory structures in neuronal data, with implications for understanding brain plasticity.
Contribution
The paper presents a new data-driven approach that identifies sign-dependent brain modules without arbitrary thresholds, uncovering hidden inhibitory and excitatory interactions.
Findings
Uncovered two negatively correlated modules in neuronal gene expression data.
Modules' size and interaction strength depend on photoperiod.
Identified a potential region of circadian-related functional plasticity.
Abstract
The brain is organized in a modular way, serving multiple functionalities. This multiplicity requires that both positive (e.g. excitatory, phase-coherent) and negative (e.g. inhibitory, phase-opposing) interactions take place across brain modules. Unfortunately, most methods to detect modules from time series either neglect or convert to positive any measured negative correlation. This may leave a significant part of the sign-dependent functional structure undetected. Here we present a novel method, based on random matrix theory, for the identification of sign-dependent modules in the brain. Our method filters out the joint effects of local (unit-specific) noise and global (system-wide) dependencies that empirically obfuscate such structure. The method is guaranteed to identify an optimally contrasted functional `signature', i.e. a partition into modules that are positively correlated…
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