bioRxivNeurosciencePreprint
Context-dependent low-dimensional neural dynamics unfold in distinct subspaces, dimensionality, and dynamical strength for natural walking and reaching
Alissa S. LingiD, Michael P. SilvernageliD, Stephen E. ClarkeiD, Elizabeth J. JuniD, Muhammad U AbdullaiD, Paul NuyujukianiD
Abstract
Awake behaving animal experiments paired with multichannel electrode recordings have advanced motor systems neuroscience in creating models of how the mammalian brain controls move-ments. However, growing theoretical and experimental evidence question the generalizability of such findings from constrained studies to ambulatory behavior, highlighting a limitation in our understanding of how the brain controls movement. To address this question, spiking neural activity during highly-practiced, routine movement (walking) and goal-directed behavior (reach-ing towards food) were compared in an unconstrained setting. Kinematic trajectories of the contralateral arm during reaching and walking were statistically similar, as were the average single-neuron firing rates during these respective movements. However, the dimensionality of reaching was higher than that of walking and existed in largely non-overlapping subspaces. Further, when modeled as dynamical systems, reaching decayed 3-5 times more quickly than walking. Taken together, these findings demonstrate that the low-dimensional structure of motor cortex is more complex for goal-directed reaching than in highly-practiced natural movements. Since this difference is primarily observable at the state and dynamical systems level, these findings suggest behavioral context plays a significant role in the coordination of otherwise kinematically similar movements, providing indirect evidence for non-cortical circuits such as central pattern generators.
- organism: mouse
- assay: electronic health records
- research focus: dimensionality reduction
- research focus: trajectory inference
- research focus: differential expression
- approach: statistical model
- approach: diffusion model
- Citations
- 1
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