Detection of epileptic networks using wavelet coherence analysis of dynamic local fMRI connectivity and simultaneous scalp EEG
Amir Omidvarnia1, David Vaughan1,2, Mangor Pedersen1, Mira Semmelroch1, David Abbott1, and Graeme Jackson1,2,3

1Epilepsy Imaging, The Florey Institute of Neuroscience and Mental Health, Melbourne, Australia, 2Department of Neurology, Austin Health, Melbourne, Australia, 3Department of Medicine, The University of Melbourne, Melbourne, Australia

Synopsis

In this study, we aimed at developing an objective method for detecting clinically suspected epileptic networks through possible association between interictal EEG discharges and dynamic local fMRI connectivity in focal epilepsy. We designed a time-frequency framework for analysis of wavelet coherence between scalp EEG band amplitude fluctuations (BAFs) and dynamic regional phase synchrony (DRePS) of task-free fMRI in seven patients. The proposed method reveals nonstationary relationship between scalp interictal epileptic discharges (IEDs) and DRePS within ultra-slow frequencies (~0.003 – 0.03Hz). Evaluation of dynamic fMRI phase synchrony at rest, particularly using data-fusion with interictal scalp EEG, may provide useful markers of localized and transient brain connectivity disturbance in epilepsy.

Purpose

To delineate the association between interictal EEG discharges and fluctuations of dynamic local brain connectivity in focal epilepsy towards automatic detection of individualized epileptic networks.

Introduction

Evidence from epilepsy studies suggests links between IEDs and functional networks in presence of epilepsy1,2. and that epilepsy may compromise local properties of brain networks3,4. In this study, we propose a simultaneous EEG-fMRI data fusion framework in order to extract dynamic relationships between scalp-level interictal EEG spikes and local fMRI connectivity in focal epilepsy. We developed DRePS, a novel technique that measures local dynamic connectivity of task-free fMRI (tf-fMRI) at single repetition time (TR) resolution5 (Fig. 1). The DRePS maps have the same temporal length and spatial resolution with the original fMRI signals. We hypothesized that there is a significant time-dependent link between scalp IED BAFs and DRePS in focal epilepsy.

Methods

We selected 7 patients with different types of refractory focal epilepsy (Table 1). They were scanned with 3T Siemens Skyra system while not performing any specific mental task with eyes closed. Functional data (200 volumes) were acquired using an EPI sequence with 44 interleaved 3 mm slices, TR= 3 s, TE= 30 ms, flip angle = 85o, voxel size of 3×3×3 mm3 and an acquisition matrix of 72×72. A subject-specific target EEG electrode (out of 32 electrodes, monopolar montage, reference to FCz, sampled at 250 Hz, artifact corrected) was also selected to either represent dominant IEDs in markup-positive subjects or be close to the suspected epileptic focus for markup-negative subjects (Table 1). Then, a multi-step wavelet coherence analysis was adapted for each subject in order to investigate multi-scale nonstationary similarities between DRePS time series within gray matter and the target EEG channel:

1. Extraction of dynamic local rs-fMRI connectivity (i.e., DRePS) for each subject.

2. Uniform parcellation of grey matter into 4096 same-size regions of interest (ROIs)6 and averaging the DRePS time series over each ROI leading to an ROI-based mean-DRePS node-by-time matrix of size 4096x200.

3. Temporal resolution matching between EEG and tf-fMRI by taking the BAF of the target EEG channel7 within the most relevant frequency band and downsampling to the TR resolution leading to a target DS-BAF (Fig. 2A). The frequency band was chosen to maximize the correlation between the DS-BAF and the binary IED markups made by the EEG expert. The frequency interval was chosen so that it covers at least 90% of the BAF spectral power. The DS-BAF still retains a considerable amount of ‘Morlet similarity’ information in the wavelet domain (Fig. 2B).

4. Similarity assessment between target DS-BAF and each ROI-based mean-DRePS time series using Morlet wavelet transform coherence (MWTC) analysis8,9 (Fig. 3A).

5. Significance testing of MWTC magnitudes at 95% confidence using the surrogate data method9.

6. Averaging of the suprathresholded MWTC planes within the cone of influence9 for each pair of ROI-based mean-DRePS signal and the target DS-BAF.

This procedure leads to a 3D map for each subject where each element is associated with the average significant MWTC magnitude between the corresponding ROI-based mean-DRePS time series and the target DS-BAF.

Results

Statistically significant areas were identified in the time-frequency domain between mean ROI-based DRePS time series and the reference DS-BAF for all subjects (see Fig. 3A as an example). The subject-specific histograms of the mean suprathresholded magnitudes over ROIs represented heavy-tailed distributions with a few ROIs having significantly higher EEG-fMRI wavelet coherence (Fig. 3B). In 4 out of 7 subjects, the detected regions had overlap with the clinically suspected epileptic networks (Table 1). Parts of the default mode network (DMN) were also observed among the detected regions in some subjects (Fig. 4 as an example).

Discussion and conclusion

Due to the temporal mismatch between EEG and fMRI, tracking local dynamic changes of functional connectivity at the time of epileptiform EEG discharges is not straightforward. Our proposed method offers a statistically rigorous time-frequency framework for investigating this possible link. It suggests that there is a scale-dependent and non-stationary coherence between DRePS and scalp IEDs, mostly occurring at ultra-slow to slow frequencies (~0.003-0.03Hz). This coherence tends to be greatest within parts of the suspected epilepsy networks and the DMN. It is in line with the previous intracerebral EEG-fMRI findings on possible relationship of IEDs and the DMN. This finding also implies that DRePS fluctuates in association with interictal epileptic brain activity. Thus evaluation of dynamic local phase synchrony, particularly using data-fusion with power envelope of scalp IEDs, may provide subject-specific markers of localized and transient brain connectivity disturbance in epilepsy.

Acknowledgements

This study was supported by the National Health and Medical Research Council (NHMRC) of Australia (program grant 628952), and the Victorian Government Operational Infrastructure Support Program. Graeme Jackson is supported by an NHMRC practitioner fellowship (1060312). Mangor Pedersen is supported by The University of Melbourne scholarships (MIRS & MIFRS). David Vaughan is supported by an NHMRC postgraduate scholarship and a Windermere Foundation doctoral scholarship.

References

1. Fahoum, F., Zelmann, R., Tyvaert, L., Dubeau, F. & Gotman, J. Epileptic Discharges Affect the Default Mode Network – fMRI and Intracerebral EEG Evidence. PLoS ONE 8, e68038 (2013).

2. Gotman, J. Epileptic networks studied with EEG-fMRI. Epilepsia 49 Suppl 3, 42–51 (2008).

3. Pedersen, M., Omidvarnia, A. H., Walz, J. M. & Jackson, G. D. Increased segregation of brain networks in focal epilepsy: An fMRI graph theory finding. NeuroImage Clin. 8, 536–542 (2015).

4. Weaver, K. E. et al. Local functional connectivity as a pre-surgical tool for seizure focus identification in non-lesion, focal epilepsy. Front. Neurol. 4, 43 (2013).

5. Omidvarnia, A. et al. Dynamic Regional Phase Synchrony (DRePS): an instantaneous measure of local fMRI connectivity within spatially clustered brain areas. Hum. Brain Mapp. Under review,

6. Zalesky, A. et al. Whole-brain anatomical networks: Does the choice of nodes matter? NeuroImage 50, 970–983 (2010).

7. Omidvarnia, A., Fransson, P., Metsäranta, M. & Vanhatalo, S. Functional Bimodality in the Brain Networks of Preterm and Term Human Newborns. Cereb. Cortex N. Y. N 1991 (2013). doi:10.1093/cercor/bht120

8. Chang, C. & Glover, G. H. Time-frequency dynamics of resting-state brain connectivity measured with fMRI. NeuroImage 50, 81–98 (2010).

9. Grinsted, A., Moore, J. C. & Jevrejeva, S. Application of the cross wavelet transform and wavelet coherence to geophysical time series. Nonlinear Process. Geophys. 11, 561–566 (2004).

Figures

Fig. 1: Schematic diagram of DRePS computation for a typical voxel within the brain.

Fig. 2: A) The original BAF and DS-BAF at the target EEG electrode of T7 for patient 1, B) Continuous Morlet wavelet transform of the original BAF for patient 1 at the target electrode T7. The shaded area highlights the features remaining after downsampling to the TR resolution.

Fig. 3: A) MWTC result between the target DS-BAF and an example ROI-based mean-DRePS time series for subject 1. Significant areas at 95% confidence based on the surrogate data tests have been surrounded by black contours. The arrows illustrate the phase angle of each data point in the wavelet plane. B) Histograms of the mean magnitudes over the significant areas of the MWTC planes at 95% confidence for 7 subjects.

Fig. 4: Detected areas for subject 1 through MWTC analysis. The map is cluster corrected at 99% confidence. The dashed red circle shows the location of the lesion and the white dashed circle illustrates posterior cingulate cortex.

Table 1: Patient details and concordance of their MWTC analysis outcome with the clinical assessments.



Proc. Intl. Soc. Mag. Reson. Med. 24 (2016)
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