| Literature DB >> 27501083 |
Helmut Schmidt1,2,3, Wessel Woldman1,2,3, Marc Goodfellow1,2,3, Fahmida A Chowdhury4, Michalis Koutroumanidis4,5, Sharon Jewell4, Mark P Richardson3,4, John R Terry6,7,8.
Abstract
Epilepsy is one of the most common serious neurologic conditions. It is characterized by the tendency to have recurrent seizures, which arise against a backdrop of apparently normal brain activity. At present, clinical diagnosis relies on the following: (1) case history, which can be unreliable; (2) observation of transient abnormal activity during electroencephalography (EEG), which may not be present during clinical evaluation; and (3) if diagnostic uncertainty occurs, undertaking prolonged monitoring in an attempt to observe EEG abnormalities, which is costly. Herein, we describe the discovery and validation of an epilepsy biomarker based on computational analysis of a short segment of resting-state (interictal) EEG. Our method utilizes a computer model of dynamic networks, where the network is inferred from the extent of synchrony between EEG channels (functional networks) and the normalized power spectrum of the clinical data. We optimize model parameters using a leave-one-out classification on a dataset comprising 30 people with idiopathic generalized epilepsy (IGE) and 38 normal controls. Applying this scheme to all 68 subjects we find 100% specificity at 56.7% sensitivity, and 100% sensitivity at 65.8% specificity. We believe this biomarker could readily provide additional support to the diagnostic process.Entities:
Keywords: Biomarker; Computational model; Diagnosis; IGE; Resting-state EEG
Mesh:
Year: 2016 PMID: 27501083 PMCID: PMC5082517 DOI: 10.1111/epi.13481
Source DB: PubMed Journal: Epilepsia ISSN: 0013-9580 Impact factor: 5.864
Figure 1Schematic of acquiring the local coupling biomarker and illustrative performance assessment. (A) The local coupling biomarker, which was identified as the best performing biomarker in this study, is acquired by inferring the global (between‐channel) network structure and the local (within‐channel) coupling strength from resting‐state EEG (top panel), and incorporating them into an oscillator model. In this scenario, each node within the network corresponds to an EEG channel (middle panel). The biomarker is quantified by placing each node within the model into a state of synchrony (by increasing its internal coupling strength beyond a threshold), and the level of emergent synchrony across the whole network is calculated (bottom panel). This level of synchrony across the network is the model proxy for seizures, which might be thought of as a “seizure likelihood.” This biomarker depends on channel location and model parameters, and thus we can perform procedures to optimize its performance. (B) To assess the performance of this biomarker as a classifier, we use the leave‐one‐out approach, in which one subject is left aside, and test subject and all other subjects form the training set on which parameters are optimized. This optimization process results in a threshold for the biomarker (th1) that yields the highest level of sensitivity at 100% specificity and another optimized set of parameters and threshold (th2) that yields the highest level of specificity at 100% sensitivity. This is illustrated for a single realization of the leave‐one‐out approach in the top and bottom panels. These thresholds are then applied to the test subject, where the outcome will be “IGE,” “normal,” or “uncertain” depending on where the value of the biomarker for the test subject lies.