Neuromodulation supports robust rhythmic pattern transitions in degenerate central pattern generators with fixed connectivity
Arthur Fyon, Alessio Franci, Pierre Sacré, Guillaume Drion
TLDR
This paper presents a neuromodulation-based control architecture for robustly switching rhythmic patterns in degenerate neural networks with fixed connectivity.
Key contributions
- Proposes a neuromodulation-based control architecture for rapid rhythmic pattern transitions in fixed-connectivity networks.
- Addresses neuronal degeneracy, where diverse network parameters yield similar functional outputs, ensuring robust switching.
- Derives necessary symmetry conditions for target gaits using equivariant bifurcation theory.
- Validates the framework via robust gallop-to-trot transitions in simulated quadrupedal gait control.
Why it matters
This research offers a novel neuromodulation-based approach to achieve rapid and robust rhythmic pattern transitions in biological systems, overcoming the limitations of slow synaptic plasticity. It provides insights into how organisms dynamically adapt essential functions like locomotion despite inherent neuronal variability.
Original Abstract
Many essential biological functions, such as breathing and locomotion, rely on the coordination of robust and adaptable rhythmic patterns, governed by specific network architectures known as connectomes. Rhythmic adaptation is often linked to slow structural modifications of the connectome through synaptic plasticity, but such mechanisms are too slow to support rapid, localized rhythmic transitions. Here, we propose a neuromodulation-based control architecture for dynamically reconfiguring rhythmic activity in networks with fixed connectivity. The key control challenge is to achieve reliable rhythm switching despite neuronal degeneracy, a form of structured variability where widely different parameter combinations produce similar functional output. Using equivariant bifurcation theory, we derive necessary symmetry conditions on the neuromodulatory projection topology for the existence of target gaits. We then show that an adaptive neuromodulation controller, operating in a low-dimensional feedback gain space, robustly enforces gait transitions in conductance-based neuron models despite large parametric variability. The framework is validated in simulation on a quadrupedal gait control problem, demonstrating reliable gallop-to-trot transitions across 200 degenerate networks with up to fivefold conductance variability.
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