High sampling rate is pivotal for differentiating neuronal-related from spurious correlations in resting-state-fMRI (rsfMRI). Acquiring multi-echoes (ME) during an EPI readout increases contrast-to-noise, but it can compromise temporal resolution even when combined with multiband (MB). Therefore, whether MBME-EPI is ultimately beneficial for rsfMRI remains unclear. To address this, we collected data at 3T with 2-mm resolution using MBME-EPI and the human-connectome-project MB-single-echo-EPI. Data were evaluated for spectral amplitude, consistency and specificity. MBME-EPI showed significant gains in all quantities when physiological noise and sampling rate were matched between time-series. However, there was no clear gain when different sampling rates were considered.
Data were collected from twelve healthy subjects, 6 young (1M/5F, 29.7±4.4 y.o.) and 6 older adults (4M/2F, 73.5±8.0 y.o.). Each subject underwent two eye-open resting-state scans with two different sequences acquired on a 3T Siemens Prisma: (1) MBSE-EPI (TE=37 ms; TR=0.77 s; MB=8; N=780) (2) MBME-EPI with 3 echoes (TEs=14.60, 37.09, 59.65 ms; TR=1.65 s; MB=4; pf=6/8; N=364). Both sequences were 10-minute long and had 2x2x2 mm3 spatial resolution. Volumes were preprocessed according to HCP minimal preprocessing pipeline3. For MBME sequence, an optimal combination (OC) of echoes was computed based on the T2* of each voxel1. Further noise removal steps were applied to each time series (i.e., each single TEs and OC), including regression of estimated realignment parameters, aCompCor correction4 and a band-pass filter (0.009-0.08 Hz). Each time-series was evaluated in terms of fractional amplitude of low-frequency (0.009-0.08 Hz) fluctuations (fALFF)5, consistency, and specificity. fALFF was calculated as aggregate values from the entire cortex. Consistency was assessed comparing how similar connectivity matrices are across the young subjects only. For this purpose, we parceled the brain in 264 ROIs6 and computed the associated correlation matrix, then, for each pair of young subjects we calculated the correlation coefficient for the two matrices. Finally, specificity was calculated from networks defined in FIG1, according to the equation7:
$$S = \frac{|z-target|-|z-reference|}{|z-target|+|z-reference|}$$
where the z-fisher transformed correlation of two regions inside a network (e.g., z-target: PCC vs MPFC), is compared against a region to whom no functional connectivity is expected (e.g., z-reference: PCC vs a visual area). An ROI in the visual system was used as a reference. Intra-sequence and inter-sequence comparisons were performed with paired t-tests. For specificity only, the non-parametric Wilcoxon test was chosen.
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