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Dynamic Neural Manifolds For Flexible Closed Loop Control On Neuromorphic

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In biological circuits, sequential neural activity evolves along dynamic, low-dimensional manifolds to enable flexible behavior. Spiking network models link aspects of this sequential activity to feat. Based on arXiv:2607.07373.

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  • Added September 11, 2026
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SKILL.md
---
name: dynamic-neural-manifolds-for-flexible-closed-loop-control-on-neuromorphic
description: 'In biological circuits, sequential neural activity evolves along dynamic, low-dimensional manifolds to enable flexible behavior. Spiking network models link aspects of this sequential activity to feat. Based on arXiv:2607.07373.'
---

# Dynamic neural manifolds for flexible closed-loop control on neuromorphic hardware

**arXiv**: 2607.07373 | **Authors**: Oskar von Seeler, Christian Tetzlaff, Andrew Lehr | **Utility**: 0.9

## Overview

In biological circuits, sequential neural activity evolves along dynamic, low-dimensional manifolds to enable flexible behavior. Spiking network models link aspects of this sequential activity to features of manifold geometry through specific circuit mechanisms, making dynamic neural manifolds parameterizable, and thereby offering an explainable framework for neural computation. Extending this framework to neuromorphic engineering, we present an implementation on the SpiNNaker 2 chip for real-time, closed-loop control. By allowing sensory inputs to modulate heterogeneous inhibition, gain, and transient currents, our architecture drives rapid subspace rotations to switch between behaviors, as well as fine-grained trajectory control within them. We validate this via a robotic simulation where an agent uses sensory feedback to dynamically reconfigure its manifold geometry to navigate through a maze. Our results establish dynamic manifolds as a feasible approach for explainable neuromorphic architectures and a substrate for investigating biological neural dynamics.

## Key Contributions

1. In biological circuits, sequential neural activity evolves along dynamic, low-dimensional manifolds to enable flexible behavior.
2. Spiking network models link aspects of this sequential activity to features of manifold geometry through specific circuit mechanisms, making dynamic neural manifolds parameterizable, and thereby offering an explainable framework for neural computation.
3. Extending this framework to neuromorphic engineering, we present an implementation on the SpiNNaker 2 chip for real-time, closed-loop control.
4. By allowing sensory inputs to modulate heterogeneous inhibition, gain, and transient currents, our architecture drives rapid subspace rotations to switch between behaviors, as well as fine-grained trajectory control within them.

## Implementation Notes

- **Keywords**: spiking-neural, neuromorphic, control-systems
- **Categories**: cs.NE
- **Published**: 2026-07-08

## Activation Criteria

Use this skill when working on tasks involving: spiking-neural, neuromorphic, control-systems.

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