Combined Anatomic and Functional Connectivity Metric for Tracking Disease Progression in MS
Mark J Lowe1, Katherine Koenig1, Erik Beall1, Jian Lin1, Ken Sakaie1, Lael Stone2, and Micheal D. Phillips1

1Imaging Institute, Cleveland Clinic, Cleveland, OH, United States, 2Neurologic Institute, Cleveland Clinic, Cleveland, OH, United States

Synopsis

Based on the observation that anatomic and functional connectivity measures in multiple sclerosis (MS) are correlated, but not highly correlated, we propose to combine these metrics into an imaging based measure of disease progression. We show that this metric is sensitive to disease progression in a cohort of MS patients over a time period of one year.

Purpose

Sensitive outcome measures are required to test novel therapies designed to target neurodegeneration in MS. The MS Functional Composite (MSFC)1, developed to address the shortcomings of the EDSS by assessing ambulation, but also upper extremity function, cognition (information processing speed), and vision, may also be insensitive to neurodegeneration-related changes over short follow-up intervals. An alternative method involves neuroimaging. 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 (Hipp) to posterior cingulate (PCC).2,3 We propose a combined metric incorporating anatomic and functional connectivity along these pathways as a potential biomarker of disease progression in MS.

Methods

AIFCI: Our metric, called the anatomic impairment functional connectivity index (AIFCI), is constructed as an analogy to the MSFC. The AIFCI is the sum of z-scored measures of pathway-dependent DTI and RS-fMRI measures. Transverse diffusivity (TD), based on Lowe et al.3, 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.

Motor AIFCI measure

The motor AIFCI is calculated according to equation 1 in Figure 1. <fc>, σcpop and <TD>pop, and σRDpop can be either population or sample means and standard deviations for RS-fMRI and TD in the transcallosal motor pathway. The AIFCI metric is constructed such that the measure will decrease with increased disability.

Memory AIFCI measure

Because the PCC-AMTL pathway is intrahemispheric and bilateral, the memory AIFCI measure is constructed to be sensitive to memory pathway impairment in either hemisphere. It is constructed by first z-scoring each hemisphere measure according to equation 2 in Figure 1.

The AIFCI is then calculated by combining the component Z’s according to equation 3 in Figure 1.

Data Acquisition: Nine MS patients were scanned at 4 time-points over one year in an IRB approved protocol (age: 51.44±6.6, 1 male, EDSS: 4.06±1.6). Data were acquired on a Siemens TIM Trio 3T MRI scanner (Erlangen, Germany) using a 12-channel receive-only head array. HARDI data were acquired4 (TE/TR=102/7700msec, 128x128x48 matrix, FOV=256x256x96mm), 71 b=1000 sec/mm2, and 8 b=0. 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.

Data analysis

The analysis proceeded as described in reference 2. We measure anatomic and functional connectivity in the transcallosal motor pathway (SMC), right hemisphere posterior cingulate-hippocampal pathway (RH PCC-AMTL), and left hemisphere posterior cingulate-hippocampal pathway (LH PCC-AMTL) in all 9 subjects.

Seed region definition

Seed regions for the SMC pathway are defined as the 9-voxel in-plane region centered on the maximum activated voxel in a finger tapping fMRI study performed in the same scan session. We define the seed region in each of the right and left hemisphere PCC by selecting a finite region in each hemisphere proximal to retrosplenial cortex and use the InstaCorr7 based method (see ref 3).

Fiber tracking

Using the seed and target regions defined above, probabilistic fiber tracking is performed on each study2. Pathway dependent diffusion measures are calculated using the track density map, the scalar diffusion values, and a white matter mask. The result is a pathway TD for every subject.

Functional connectivity

The RS-fMRI metric, fc, calculated as: Right and left hemisphere SMC, hippocampal and PCC ROI’s are defined using method described above. A reference timeseries is calculated from the arithmetic average of the nine pixels centered on the seed voxel. The cross correlation is calculated between r/l hemisphere SMC, RH PCC-AMTL, and LH PCC-AMTL. The result is a correlation for each of the three pathways. The cross correlation is converted to a Student t. This is fc.

Results

Figure 2 shows the evolution of rs-fMRI and transverse diffusivity across the four time-points measured and the three pathways. Figure 3 shows the combined measures for each of the pathways and the total combined AIFCI. A repeated measures anova indicates a significant change in AIFCI over time with p<0.01, supporting our hypothesis that our combined measure is sensitive to disease progression over time.

Discussion and Conclusion

Based on prior observations of the relationship of anatomic and functional connectivity measures in MS, we propose a combined connectivity metric that assesses connectivity in motor and cognitive pathways. In a study performed over 4 time-points across an interval of one year in 9 MS patients, AIFCI shows a significant and systematic decline over that interval. This suggests that combined imaging-based metrics of anatomic and functional connectivity may be sensitive biomarkers for disease progression in MS.

Acknowledgements

This study was supported by a grant from the National Multiple Sclerosis Society.

References

1. Rudick, RA, Cutter, G, Reingold, S: The multiple sclerosis functional composite: a new clinical outcome measure for multiple sderosis trials. Multiple sclerosis (Houndmills, Basingstoke, England), 8, 359-65, (2002).

2. Lowe, MJ, Beall, EB, Sakaie, KE, Koenig, KA, Stone, L, Marrie, RA, Phillips, MD: Resting state sensorimotor functional connectivity in multiple sclerosis inversely correlates with transcallosal motor pathway transverse diffusivity. Human brain mapping, 29, 818-27, (2008).

3. Lowe, MJ, Koenig, KA, Beall, EB, Sakaie, KA, Stone, L, Bermel, R, Phillips, MD: Anatomic connectivity assessed using pathway radial diffusivity is related to functional connectivity in monosynaptic pathways. Brain connectivity, 4, 558-65, (2014).

4. Reese, TG, Heid, O, Weisskoff, RM, Wedeen, VJ: Reduction of eddy-current-induced distortion in diffusion MRI using a twice-refocused spin echo. Magn Reson Med, 49, 177-82, (2003).

5. Jones, DK, Horsfield, MA, Simmons, A: Optimal strategies for measuring diffusion in anisotropic systems by magnetic resonance imaging. Magn Reson Med, 42, 515-25, (1999).

6. Smith, SM, Jenkinson, M, Woolrich, MW, Beckmann, CF, Behrens, TE, Johansen-Berg, H, Bannister, PR, De Luca, M, Drobnjak, I, Flitney, DE, Niazy, RK, Saunders, J, Vickers, J, Zhang, Y, De Stefano, N, Brady, JM, Matthews, PM: Advances in functional and structural MR image analysis and implementation as FSL. Neuroimage, 23 Suppl 1, S208-19, (2004).

7. Cox, RW, Hyde, JS: Software tools for analysis and visualization of fMRI data. NMR Biomed, 10, 171-8, (1997).

Figures

Figure 1: Equations for calculating pathway combined connectivity measures (Eqs 1 and 2) and AIFCI (Eq 3).

Figure 2: Mean fc and TD measures for each pathway over time for one year.

Figure 3: Combined fc and DTI-based connectivity metrics for each of the three pathways, and the combined AIFCI metric as a function of time over one year.



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