Quantifying the attractor landscape and transition path of distributed working memory from large-scale brain network
Leijun Ye, Chunhe Li

TL;DR
This study uses a computational model of macaque cortex to quantify the energy landscape of distributed working memory, revealing stable states, transition paths, and the influence of hierarchical structure on memory stability.
Contribution
It introduces a method to quantify the energy landscape in large-scale brain networks, elucidating the stability and transition dynamics of working memory states.
Findings
Three stable attractors identified: spontaneous and two memory states.
Memory stability correlates with cortical hierarchy level.
Transitions follow hierarchical information flow and spontaneous states serve as intermediates.
Abstract
Many cognitive processes, including working memory, recruit multiple distributed interacting brain regions to encode information. How to understand the underlying cognition function mechanism of working memory is a challenging problem, which involves neural circuit configuration from multiple brain regions as well as stochastic transition dynamics between brain states. The energy landscape idea provides a tool to study the global stability and stochastic transition dynamics in the distributed cognitive function system. However, how to quantify the energy landscape in a realistic large-scale brain network remains unclear. Here, based on an anatomically constrained computational model of large-scale macaque cortex, we quantified the underlying multistable attractor landscape of distributed working memory. In the absence of external stimulation, the landscape exhibits three stable…
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Taxonomy
TopicsNeural dynamics and brain function · Functional Brain Connectivity Studies · stochastic dynamics and bifurcation
