ePoster

NEUROPHYSIOLOGICALLY REALISTIC ENVIRONMENT FOR COMPARING ADAPTIVE DEEP BRAIN STIMULATION ALGORITHMS IN PARKINSON'S DISEASE

Ekaterina Kuzminaand 3 co-authors

Artificial Intelligence Research Institute

FENS Forum 2026 (2026)
Barcelona, Spain
Board PS02-07PM-564

Presentation

Date TBA

Board: PS02-07PM-564

Poster preview

NEUROPHYSIOLOGICALLY REALISTIC ENVIRONMENT FOR COMPARING ADAPTIVE DEEP BRAIN STIMULATION ALGORITHMS IN PARKINSON'S DISEASE poster preview

Event Information

Poster Board

PS02-07PM-564

Abstract

Adaptive deep brain stimulation (aDBS) has emerged as a promising treatment for Parkinson’s disease (PD). In aDBS, a surgically placed electrode sends dynamically altered stimuli to the brain based on neurophysiological feedback: an invasive gadget that limits the amount of data one could collect for optimizing the control offline. As a consequence, a plethora of synthetic models of PD and those of the control algorithms have been proposed. Herein, we introduce the first neurophysiologically realistic benchmark for comparing said models. Specifically, our methodology covers not only conventional basal ganglia circuit dynamics and pathological oscillations, but also captures 15 previously dismissed physiological attributes, such as signal instabilities and noise, neural drift, electrode conductance changes and individual variability – all modeled as spatially distributed and temporally registered features via beta-band activity in the brain and a feedback. Furthermore, we purposely built our framework as a structured environment for training and evaluating deep reinforcement learning (RL) algorithms, opening new possibilities for optimizing aDBS control strategies and inviting the machine learning community to contribute to the emerging field of intelligent neurostimulation interfaces.

A) A closed-loop electrical brain stimulation system measures neural activity through local field potential (LFP, i.e. Observation) to compute the needed stimuli (Action) in real time. Then, a chosen algorithm (e.g., RL) should learn to control any undesired signaling in the simulated brain model (i.e. Environment). B) Three groups of features of the proposed brain model. Bandwidth features cover fundamental neurobiological activity as beta oscillations and bursts. Spatial features describe spatial relationships between the electrode and surrounding neurons. Temporal features introduce experimentally relevant noise into learning, simulating neuroplasticity and glial encapsulation and requiring control resilient to environmental drift. The Kuramoto equations map the corresponding coefficients (color-coded) to the feature groups. C) An example of LFP dynamics with DBS off and on (a high-frequency HF-DBS with a constant stimulation amplitude is shown). D) A comparison of beta burst distribution observed in real patients with PD and those simulated by the proposed model. E) The power spectral density of LFP signals from (C). Note the suppression of beta-band power with constant HF-DBS. F) Modern synthetic Parkinson's disease models and the features they cover (indicated with filled squares).

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