Keywords: Quantitative Imaging, Multiple Sclerosis
We performed an extensive assessment of the clinical relevance of a method that we had previously developed, which provides personalized quantitative MRI abnormality maps of individual multiple sclerosis (MS) patients. Specifically, we assessed the relationships between quantitative T1 (qT1), myelin water fraction (MWF), neurite density index (NDI), magnetization transfer saturation (MTsat) abnormality maps and clinical disability in a cohort of 102 MS patients and 98 healthy subjects. We found that qT1 and NDI alterations in white matter lesions were strongly related to patients' clinical disability, supporting the use of those personalized maps for patient stratification and follow-up in clinical practice.1. Granziera C, Wuerfel J, Barkhof F, et al.: Quantitative magnetic resonance imaging towards clinical application in multiple sclerosis Brain 144: 1296–1311, 2021
2. Tofts P: Quantitative MRI of the brain: measuring changes caused by disease John Wiley Sons Ltd: 581–610, 2003
3. Jespersen SN, Kroenke CD, Østergaard L, Ackerman JJH, Yablonskiy DA: Modeling dendrite density from magnetic resonance diffusion measurements NeuroImage 34: 1473–1486, 2007
4. Rahmanzadeh R, Lu P-J, Barakovic M, et al.: Myelin and axon pathology in multiple sclerosis assessed by myelin water and multi-shell diffusion imaging Brain 144: 1684–1696, 2021
5. Helms G, Dathe H, Kallenberg K, Dechent P: High-resolution maps of magnetization transfer with inherent correction for RF inhomogeneity and T 1 relaxation obtained from 3D FLASH MRI: Saturation and Relaxation in MT FLASH Magn Reson Med 60: 1396–1407, 2008
6. Saito N, Sakai O, Ozonoff A, Jara H: Relaxo-volumetric multispectral quantitative magnetic resonance imaging of the brain over the human lifespan: global and regional aging patterns Magn Reson Imaging 27: 895–906, 2009
7. Bonnier G, Fischi-Gomez E, Roche A, et al.: Personalized pathology maps to quantify diffuse and focal brain damage NeuroImage Clin 21: 101607, 2019
8. Nguyen TD, Deh K, Monohan E, et al.: Feasibility and reproducibility of whole brain myelin water mapping in 4 minutes using fast acquisition with spiral trajectory and adiabatic T2prep (FAST-T2) at 3T: Whole Brain Myelin Water Mapping with FAST-T2 Magn Reson Med 76: 456–465, 2016
9. Helms G, Dathe H, Dechent P: Quantitative FLASH MRI at 3T using a rational approximation of the Ernst equation: Rational Approximation of the FLASH Signal Magn Reson Med 59: 667–672, 2008
10. Roche A, Forbes F: Partial volume estimation in brain MRI revisited, in: International conference on medical image computing and computer-assisted intervention. Springer, 2014, pp. 771–778.
11. La Rosa F, Abdulkadir A, Fartaria MJ, et al.: Multiple sclerosis cortical and WM lesion segmentation at 3T MRI: a deep learning method based on FLAIR and MP2RAGE NeuroImage Clin 27: 102335, 2020
12. Jenkinson M, Beckmann CF, Behrens TEJ, Woolrich MW, Smith SM: FSL NeuroImage 62: 782–790, 2012
13. Brück W, Lucchinetti C, Lassmann H: The pathology of primary progressive multiple sclerosis Mult Scler J 8: 93–97, 2002
14. Lassmann H, Brück W, Lucchinetti C: Heterogeneity of multiple sclerosis pathogenesis: implications for diagnosis and therapy Trends Mol Med 7: 115–121, 2001
15. Bonnier G, Roche A, Romascano D, et al.: Advanced MRI unravels the nature of tissue alterations in early multiple sclerosis Ann Clin Transl Neurol 1: 423–432, 2014
Figure 1 Flowchart of the abnormality maps computation
A) Preprocessing; B) Brain segmentation; C) Tissue concentration estimation for partial volume effects; D) lobes aggregation; E) Lesion segmentation and Identification; F) Tissue mask computation; G) Age-effect estimation in healthy controls; H) Abnormalities maps computation; *: The images were transformed to the space of MWF/NDI/MTsat images separately for abnormality maps computation.
Figure 2 Example of personalized abnormalities maps in a MS patient
The Z-score maps are overlayed on different contrast. (qT1, MWF, MTsat, NDI-NAWM). qT1: quantitative T1, NDI: neurite density index, MWF: myelin water fraction, MTsat: magnetization transfer saturation, NAWM: normal-appearing white matter. L: left, R: right.
Figure 3 Z-score comparisons between normal-appearing tissue (NAWM/NACGM) and lesion tissue (WML/GMcL) among different qMRI parameters
Z-score comparisons A) between NAWM and WML, and B) between NACGM and GMcL among different qMRI parameters. qT1: quantitative T1, NDI: neurite density index, MWF: myelin water fraction, MTsat: magnetization transfer saturation, NAWM: normal-appearing white matter; NAcGM: normal-appearing cortex; WMLs: white matter lesions; GMcLs: cortical grey.
Figure 4 MLR analysis between Z-scores in WMLs and EDSS
MLR model with age, disease duration, diagnosis phenotype, and Z-score of A) qT1 and B) NDI in WML as covariates showed significant associations with EDSS (dependent variables). EDSS was log-transformed. MLR: multiple linear regression, RRMS: relapsing-remitting multiple sclerosis, EDSS: Expanded Disability Status Scale, qT1: quantitative T1, NDI: neurite density index. WMLs: white matter lesions, RRMS: relapsing-remitting multiple sclerosis; SPMS: secondary progressive multiple sclerosis.
Figure 5 Relationship between Z-scores in WMLs and EDSS in subgroup analysis
In RRMS, A) only the average Z-score in WMLs showed a significant association with EDSS in the MLR model in qT1; B) only the average qT1 Z-score in WMLs showed a significant association with EDSS in the MLR model in NDI. EDSS was log-transformed. MLR with the backward selection included age, disease duration, phenotype and average Z-scores in WMLs as covariates. MLR: multiple linear regression, qT1: quantitative T1, NDI: neurite density index, EDSS: Expanded Disability Status Scale, WMLs: white matter lesions.