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A transient high-dimensional geometry affords stable conjunctive subspaces for efficient action selection

Atsushi Kikumoto, Apoorva Bhandari, Kazuhisa Shibata, David Badre

2024Nature Communications23 citationsDOIOpen Access PDF

Abstract

Flexible action selection requires cognitive control mechanisms capable of mapping the same inputs to different output actions depending on the context. From a neural state-space perspective, this requires a control representation that separates similar input neural states by context. Additionally, for action selection to be robust and time-invariant, information must be stable in time, enabling efficient readout. Here, using EEG decoding methods, we investigate how the geometry and dynamics of control representations constrain flexible action selection in the human brain. Participants performed a context-dependent action selection task. A forced response procedure probed action selection different states in neural trajectories. The result shows that before successful responses, there is a transient expansion of representational dimensionality that separated conjunctive subspaces. Further, the dynamics stabilizes in the same time window, with entry into this stable, high-dimensional state predictive of individual trial performance. These results establish the neural geometry and dynamics the human brain needs for flexible control over behavior. People can choose the correct actions to perform in a context-dependent way. Here, the authors show that this ability requires reaching a target brain state just prior to the response that encodes all task-relevant features in an integrated, high-dimensional, and temporally stable neural subspace.

Topics & Concepts

Linear subspaceAction (physics)Selection (genetic algorithm)Transient (computer programming)Computer scienceCircumscriptionGeometryPhysicsMathematicsArtificial intelligenceQuantum mechanicsOperating systemNeural dynamics and brain functionNeural Networks and ApplicationsNeural Networks and Reservoir Computing
A transient high-dimensional geometry affords stable conjunctive subspaces for efficient action selection | Litcius