| Literature DB >> 34435700 |
Gary F Egan1,2, Paul M Thompson3, Ian H Harding4,1, Sidhant Chopra1,2, Filippo Arrigoni5, Sylvia Boesch6, Arturo Brunetti7, Sirio Cocozza7, Louise A Corben2,8,9, Andreas Deistung10,11, Martin Delatycki8, Stefano Diciotti12, Imis Dogan13,14, Stefania Evangelisti15, Marcondes C França16,17, Sophia L Göricke18, Nellie Georgiou-Karistianis2, Laura L Gramegna15,19, Pierre-Gilles Henry20, Carlos R Hernandez-Castillo21,22, Diane Hutter20, Neda Jahanshad3, James M Joers20, Christophe Lenglet20, Raffaele Lodi15,23, David N Manners15, Alberto R M Martinez16,17, Andrea Martinuzzi24, Chiara Marzi12, Mario Mascalchi25,26, Wolfgang Nachbauer27, Chiara Pane28, Denis Peruzzo5, Pramod K Pisharady20, Giuseppe Pontillo7,29, Kathrin Reetz13,14, Thiago J R Rezende16,17, Sandro Romanzetti13,14, Francesco Saccà28, Christoph Scherfler6,30, Jörg B Schulz13,14, Ambra Stefani6, Claudia Testa31, Sophia I Thomopoulos3, Dagmar Timmann11, Stefania Tirelli5, Caterina Tonon15,19, Marinela Vavla24.
Abstract
OBJECTIVE: Friedreich ataxia (FRDA) is an inherited neurological disease defined by progressive movement incoordination. We undertook a comprehensive characterization of the spatial profile and progressive evolution of structural brain abnormalities in people with FRDA.Entities:
Mesh:
Year: 2021 PMID: 34435700 PMCID: PMC9292360 DOI: 10.1002/ana.26200
Source DB: PubMed Journal: Ann Neurol ISSN: 0364-5134 Impact factor: 11.274
Participant Demographics across the 10 Study Sites
| Site | Friedreich Ataxia | Control | ||||||
|---|---|---|---|---|---|---|---|---|
| n | Female, n (%) | Age | Disease Duration | Onset Age | n | Female, n (%) | Age | |
| Aachen | 26 | 12 (46) | 36.3 (12.2) | 19.7 (9.6) | 16.7 (7.7) | 35 | 20 (57) | 35.2 (13.2) |
| Bologna | 17 | 9 (53) | 29.4 (12.8) | 20.5 (11.4) | 8.9 (4.7) | 15 | 9 (60) | 31.3 (10.1) |
| Campinas | 52 | 33 (63) | 29.8 (13.6) | 11.6 (9.2) | 18.3 (9.4) | 61 | 37 (61) | 29.5 (13.3) |
| Conegliano | 39 | 20 (52) | 22.9 (11.3) | 11.6 (8.0) | 11.3 (7.1) | 23 | 13 (57) | 27.7 (9.01) |
| Florence | 17 | 9 (53) | 32.4 (9.7) | 14.2 (8.2) | 18.2 (9.1) | 21 | 11 (52) | 32.1 (7.18) |
| Innsbruck | 13 | 6 (46) | 46.0 (12.3) | 20.3 (9.1) | 25.7 (12.2) | 18 | 7 (39) | 45.7 (12.5) |
| Essen | 15 | 9 (60) | 44.1 (11.3) | 22.7 (8.5) | 21.4 (7.2) | 14 | 8 (57) | 42.4 (14.1) |
| Melbourne | 31 | 14 (45) | 36.5 (13.0) | 17.0 (9.5) | 19.5 (8.8) | 37 | 17 (46) | 37.1 (12.8) |
| Minnesota | 19 | 10 (53) | 18.5 (7.4) | 4.7 (3.1) | 13.8 (5.8) | 18 | 8 (44) | 21.4 (6.75) |
| Naples | 19 | 6 (32) | 28.4 (14.1) | 11.6 (7.0) | 17.1 (9.9) | 20 | 9 (45) | 29.4 (9.75) |
| Total | 248 | 128 (52) | 31.1 (14.0) | 14.5 (9.79) | 16.7 (9.20) | 262 | 139 (53) | 32.7 (12.9) |
Age, disease duration, and onset age are reported in mean years (standard deviation).
There were no statistically significant differences (p > 0.05) between individuals with Friedreich ataxia and controls in age or sex, across all sites.
FIGURE 1Atlas‐based effect size (Cohen d) maps and forest plots (Cohen d ± 95% confidence interval [CI]) for individuals with Friedreich ataxia versus controls, statistically controlling for site, intracranial volume, sex, age, disease onset, and disease duration. Regions with p FWE < 0.05 are shown (see Supplementary Table S3 for full tabulation). (A) Cerebral white matter regions of interest (ROIs) were defined using the Johns Hopkins University white matter tractography atlas, and cerebellar white matter ROIs were defined using the van Baarsen cerebellar white matter atlas. (B) Cerebellar gray matter ROIs were defined using the Spatially Unbiased Infratentorial Toolbox cerebellar atlas. (C) Cerebral gray matter ROIs were defined using the Harvard–Oxford cortical and subcortical atlases. Slice coordinates are in Montreal Neurological Institute space. [Color figure can be viewed at www.annalsofneurology.org]
FIGURE 2Voxel‐level effect size (Cohen d) maps of individuals with Friedreich ataxia versus controls, statistically controlling for site, intracranial volume, sex, age, disease onset, and disease duration. Only voxels that survive voxelwise p FWE < 0.05 are displayed. Forest plots of mean effect size within these regions (Cohen d ± 95% confidence interval [CI]) for each site are given on the right, and the size of the point estimate is proportional to the sample size of the site (Supplementary Table S4). (A) White matter (cerebral and cerebellar). (B) Cerebellar gray matter. (C) Cerebral gray matter. The primary motor cortex (precentral gyri) is depicted on the superior surface. Slice coordinates are in Montreal Neurological Institute space. [Color figure can be viewed at www.annalsofneurology.org]
FIGURE 3Network mapping of between‐group changes in the cerebellar cortex (Spatially Unbiased Infratentorial Toolbox template). Peak anatomical changes are localized to the somatomotor network, with hot spots also evident in the ventral attention network. (A) The effect size map is rescaled from Fig 2B to more easily depict the spatial pattern of cerebellar effects. (B) The network parcellation is reproduced from Buckner et al 2011. See Supplementary Table S5 for quantification. [Color figure can be viewed at www.annalsofneurology.org]
FIGURE 4Volume decreases in the primary motor and somatosensory cortices (Fig 2C) are further disambiguated using a finer parcellation of the cortex provided by the Brainnetome Atlas. Areas of significant volume loss are shown by white outlines, and labeled according to the atlas. This depiction implicates principal involvement of limb and head regions. [Color figure can be viewed at www.annalsofneurology.org]
FIGURE 5Voxel‐level correlation maps (partial r) between tissue volume and disease duration (negative), age at disease onset (positive), and disease severity (negative) for patients with Friedreich ataxia. Only voxels that survive voxel‐level p FWE < 0.05 are depicted. Disease duration correlations were computed using voxel‐level regression while adjusting the model for disease onset age, current age, site, and intracranial volume (ICV). Disease onset correlations were also computed using voxel‐level regression while adjusting the model for disease duration, age, site, and ICV. For correlations with disease severity, voxel‐based meta‐analysis was employed to account for the use of different clinical scales across sites. See Supplementary Table S6 for full tabulation. Slice coordinates are in Montreal Neurological Institute space. [Color figure can be viewed at www.annalsofneurology.org]
FIGURE 6Subgroup effect size maps (Cohen d > 0.5) relative to the full control cohort (adjusted for age and site), demonstrating disease staging and the moderating role of onset age on brain structure. For each subgroup, gray matter effects are displayed on top (cerebellum flat map and representative cerebrum coronal and axial slices), and white matter effects on the bottom (representative sagittal, coronal, and axial slices). There are no data presented in the top right quadrant due to insufficient data in this subcohort. See Supplementary Table S7 for subgroup sizes and demographics. [Color figure can be viewed at www.annalsofneurology.org]
FIGURE 7Data plots for the bilateral superior cerebellar peduncles (van Baarsen atlas) and cerebellar dentate region (dentate nucleus mask from the Spatially Unbiased Infratentorial Toolbox atlas) in the Friedreich ataxia (FRDA) cohort (age and site adjusted, and z‐normalized to the control (CONT) data distribution [(meanFRDA – meanCONT) / std_deviationCONT]). These regions represent the strongest between‐group differences relative to controls, with significant correlations with both disease onset age and disease duration, and map onto the primary pathology of FRDA. (A–D) Scatterplots depict linear relationships between volume and each of disease onset age (A, B) and disease duration (C, D); compare to Fig 5. (E,F) Line graphs illustrate effect size estimates across the 9 subgroups; compare to Fig 6).