Sensitive outcome measures are required to test novel therapies designed to target neurodegeneration in Multiple Sclerosis(MS). We have previously shown that functional connectivity using resting-state fMRI (rs-fMRI) and anatomic connectivity using DTI are related in the transcallosal motor pathway and along the memory pathway connecting hippocampus to posterior cingulate. We propose a combined metric incorporating anatomic and functional connectivity along these pathways as a potential biomarker of disease progression in MS. In this study, we present results from a 2 year study that assessed this biomarker in 19 MS patients at six timepoints. We show that our metric is sensitive to changes in MS disease over this time interval. We also show that our metric is more sensitive to change than typically used imaging biomarkers.
AIFCI: Our metric, the anatomic impairment
functional connectivity index (AIFCI), is the sum of z-scored measures of
pathway-dependent DTI and RS-fMRI measures. Radial diffusivity (RD), based on
Lowe et al.(2),
is a good measure of anatomic connectivity in the pathways of interest here.
Two systems are assessed: the motor system and the episodic memory system. We
take the z-score corrected Student t (3)
as our measure of functional connectivity, fc.RD and fc are assessed in the transcallosal motor pathway (SMC) and the posterior cingulate to entorhinal cortex pathway (PCC-ENT), bilaterally. The latter pathway constitute the posterior part of the cingulum bundle, or the Papez circuit, known to be involved in episodic memory.
Motor AIFCI measure: The motor AIFCI is calculated according to: $$Z_{motor}=\frac{1}{2}[\frac{(f_c-f_{c}^{pop})}{\sigma_{c}^{pop}}-\frac{(RD-RD^{pop})}{\sigma_{RD}^{pop}}]$$
$$$f_c^{pop}$$$, $$$\sigma_c^{pop}$$$ and $$$RD^{pop}$$$, $$$\sigma_{RD}^{pop}$$$ can be either population or sample means and standard deviations. The metric is constructed such that the measure will decrease with increased disability.
Memory AIFCI measure: Because the PCC-ENT pathway is intrahemispheric and bilateral, the memory AIFCI measure, $$$Z_{memory}$$$, is constructed similarly to the motor Z, but separately for each hemisphere
Finally, component Z's are combined in the following manner:
$$AIFCI=\frac{1}{2}Z_{motor}+\frac{1}{2}MIN[Z_{memory}^L,Z_{memory}^R]$$
Data Acquisition: Nineteen MS patients (age: 51.1 ± 7.0yrs,6 male, EDSS: 4.1[2-6.5])were scanned at 6 timepoints over 2 years. Ten age and sex matched healthy controls (age: 48.4± 7.2yrs, 3 male) were scanned at baseline and 2 years. Imaging data were acquired on a Siemens 3T MRI scanner (Erlangen, Germany). High resolution T1 and T2 weighted images were acquired for display and structural analyses described below. HARDI data were acquired: (TE/TR=102/7700msec, 128x128x48 matrix, FOV=256x256x96mm), 71 b=1000 sec/mm2 acquisitions, and 8 b=0 acquisitions. Motion correction was performed using FSL(6). Resting state scan: 132 repetitions of 31-4mm thick axial slices acquired with TE/TR=29ms/2800 ms, 128x128 matrix, 256mm x 256mm FOV, receive bandwidth=1954Hz/pixel. Motion correction is performed using SLOMOCO(4)
Structural measures: Measures of brain parenchymal fraction (BPF) and T2-weighted lesion volumes (T2LV) were analyzed using semi-automated software(5).
Group Level Analysis: For each AIFCI measure, analyses were performed using linear mixed effects regression (LMER)(6). Data from both patients and controls at baseline and the final session were entered into a LMER analysis. “Group” was entered as an ordered variable (healthy control or patient). Linear effects of time were tested using session, and a group x time interaction was included. A reduced model (omitting group) was compared to the full model using the likelihood ratio test (LRT). The false discovery rate adjustment (FDR) was applied.
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