A simulated environment for early development stages of reinforcement learning algorithms for closed-loop deep brain stimulation.

Clicks: 258
ID: 87013
2019
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Abstract
In recent years, closed-loop adaptive deep brain stimulation (aDBS) for Parkinson's disease (PD) has gained focus in the research community, due to promising proof-of-concept studies showing its suitability for improving DBS therapy and ameliorating related side effects.The main challenges faced in the aDBS control problem is the presence of non-stationary/non-linear dynamics and the heterogeneity of PD's phenotype, making the exploration of data-driven dynamics-aware control algorithms a promising research direction. However, due to the severe safety constraints related to working with patients, aDBS is a sensitive research field that requires surrogate development platforms with growing complexity, as novel control algorithms are validated.With our current contribution, we propose the characterization and categorization of non-stationary dynamics found in the aDBS problem. We show how knowledge about these dynamics can be embedded in a surrogate simulation environment, which has been designed to support early development stages of aDBS control strategies, specifically those based on reinforcement learning (RL) algorithms. Finally, we present a comparison of representative RL methods designed to cope with the type of non-stationary dynamics found in aDBS.To allow reproducibility and encourage adoption of our approach, the source code of the developed methods and simulation environment are made available online.
Reference Key
castanocandamil2019aconference Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors Castano-Candamil, Sebastian;Vaihinger, Mara;Tangermann, Michael;
Journal conference proceedings : annual international conference of the ieee engineering in medicine and biology society ieee engineering in medicine and biology society annual conference
Year 2019
DOI
10.1109/EMBC.2019.8857533
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