Abstract

Neurological soft signs (NSS) are minor deviations in motor performance. During childhood and adolescence, NSS are examined for functional motor phenotyping to describe development, to screen for comorbidities, and to identify developmental vulnerabilities. Here, we investigate underlying brain structure alterations in association with NSS in physically trained adolescents. Male adolescent athletes (n = 136, 13–16 years) underwent a standardized neurological examination including 28 tests grouped into 6 functional clusters. Non-optimal performance in at least 1 cluster was rated as NSS (NSS+ group). Participants underwent T1- and diffusion-weighted magnetic resonance imaging. Cortical volume, thickness, and local gyrification were calculated using Freesurfer. Measures of white matter microstructure (Free-water (FW), FW-corrected fractional anisotropy (FAt), axial and radial diffusivity (ADt, RDt)) were calculated using tract-based spatial statistics. General linear models with age and handedness as covariates were applied to assess differences between NSS+ and NSS− group. We found higher gyrification in a large cluster spanning the left superior frontal and parietal areas, and widespread lower FAt and higher RDt compared with the NSS− group. This study shows that NSS in adolescents are associated with brain structure alterations. Underlying mechanisms may include alterations in synaptic pruning and axon myelination, which are hallmark processes of brain maturation.

Introduction

Neurological soft signs (NSS) are minor deviations from the norm in motor performance and sensory-motor integration (Dazzan and Murray 2002). NSS can be determined using developmental assessments via clinical neurological examination. Commonly used rating systems include the Neurological Examination Scale (NES; Buchanan and Heinrichs 1989), the Cambridge Neurological Inventory (CNI; Chen et al. 1995), the Heidelberg NSS Scale (HS; Schröder et al. 1991), and the age-dependent assessment of Minor Neurological Dysfunction (MND; Hadders-Algra 2010; Hadders-Algra et al. 2010; for review of NSS rating systems; see Chrobak et al. 2021). With minor differences, most rating systems comprise tests of coordination, fine motor skills, and postural control (Bombin et al. 2003). Typically, NSS present as a combination of signs such as associated movements and slowed motor sequencing (Dazzan and Murray 2002; Alamiri et al. 2018). Although major or also called hard neurological signs such as hyperreflexia and spasticity are rated as pathological, NSS are considered as subtle cerebral dysfunction without known focal morphological correlates. The clinical relevance of the presence of NSS is dependent on the child’s age (Hadders-Algra 2002). With increasing age from childhood to adolescence, NSS have been shown to “outgrow” (Soorani-Lunsing et al. 1993; Hadders-Algra 2002; Martins et al. 2008). The presence of NSS in adolescents has been assumed as unspecific but sensitive marker of atypical neurodevelopment (D’Agati et al. 2018). Indeed, NSS are more commonly found in children and adolescents with history of premature birth (Breslau et al. 2000; Allin et al. 2006) and children and adolescents with neurodevelopmental and psychiatric disorders such as developmental coordination disorder (Sueda et al. 2022), autism spectrum disorder (Malviya et al. 2022), attention deficit hyperactivity disorder (Patankar et al. 2012), and psychosis (Mayoral et al. 2012) compared with normally developing children and adolescents (for review see D’Agati et al. 2018).

As of now, the underlying structure-function relationship of NSS, especially in adolescence, remains, largely unknown. Whereas most brain maturation processes such as proliferation, neurogenesis, and synaptogenesis peak between prenatal phases and 2 years of age (Stiles and Jernigan 2010; Gilmore et al. 2018), few processes are known to continue during adolescence and early adulthood and thus, play a central role when investigating adolescents with NSS. The 2 most common hallmark processes of adolescent brain maturation are synaptic pruning, a process in which unnecessary connections in the brain are eliminated, as well as the development of white matter myelination, which ensures a fast processing of information flow (White et al. 2010). Investigating brain structural characteristics associated with NSS in physically trained adolescents is a way to improve our understanding of sensorimotor maturation in the steps from adolescence to adulthood.

Magnetic resonance imaging (MRI) non-invasively provides information about brain structure such as global and regional volume, cortical thickness and cortical gyrification. In particular the quantification of a local gyrification index (LGI) has been developed for measuring brain developmental processes (Schaer et al. 2008). Local gyrification was shown to decrease during adolescence, which is commonly interpreted as a typical brain developmental process related to synaptic pruning (White et al. 2010). Importantly, local gyrification was shown to be increased in children and adolescents with neurodevelopmental disorders as consequence of atypical brain development (Wallace et al. 2013; Libero et al. 2019). Moreover, advanced neuroimaging techniques such as diffusion MRI (dMRI) allow for the characterization of brain microstructure. DMRI allows the estimation of the direction and magnitude of water molecule diffusion along white matter tracts (Alexander et al. 2007). Commonly derived measures are fractional anisotropy (FA), as well as axial and radial diffusivity (AD and RD), purported to reflect axonal integrity and myelination. Previous studies have reported altered white matter microstructure in major white matter tracts that play a crucial role in motor functioning in children with neurodevelopmental disorders compared with typically developing children and adolescents (Langevin et al. 2014; Brown-Lum et al. 2020) and in adults with schizophrenia and other psychotic disorders (Zhao et al. 2014; Viher et al. 2021).

To date, research applying neuroimaging to study NSS in children and adolescents is, sparse. Initial evidence is based on a cohort of 68 healthy adults (mean age ~24 years) that showed higher NSS scores to be associated with lower cortical thickness and lower gyrification in superior frontal, middle temporal, and postcentral regions (Hirjak et al. 2016). In the same sample, higher NSS scores were shown to be associated with altered RD in the corpus callosum (CC; Hirjak et al. 2017). Although previous research constitutes preliminary evidence of brain structure alterations in adults with NSS and in children with neurodevelopmental disorders, to date, there are currently no imaging studies in typically developing children and adolescents. Thus, in this study, we investigate a cohort of physically trained adolescents without history of neurodevelopmental disorders and without known risk for atypical neurodevelopment such as prematurity.

The aim of this study is to identify and characterize potential alterations in brain structure (gray and white matter) associated with NSS. We hypothesize that NSS can be identified in physically trained adolescents. We further hypothesize that adolescents with NSS show alterations in cortical thickness, cortical gyrification, and white matter microstructure compared with adolescents without NSS. The results of our study contribute to an improved understanding of NSS-related brain structure alterations.

Materials and methods

Participants

Data were drawn from the longitudinal multi-site study REPIMPACT (Repetitive Subconcussive Head Impacts—Brain Alterations and Clinical Consequences; 2017–2020). REPIMPACT recruited male youth athletes aged 13–16 years between July 2017 and April 2020 from 3 study sites (Oslo, Norway; Leuven, Belgium; Munich, Germany).

Details on the REPIMPACT study design have previously been published (Koerte et al. 2022). Study participants were participating in competitive sports (n = 88 soccer, n = 15 swimming, n = 5 cycling, n = 5 tennis, n = 4 biathlon, n = 4 track and fields, n = 2 cross-country skiing, n = 2 kayak, n = 2 orienteering, n = 2 rowing, n = 2 table tennis, n = 1 badminton, n = 1 gymnast, n = 1 judo, n = 1 roller-skating, and n = 1 triathlon) with at least 3 training sessions per week. For being included in the study, the participants had to be proficient in the language of the respective country (i.e. Norwegian, Dutch, and German). Participants and their legal guardians provided informed written consent in accordance with the local ethics boards and the Declaration of Helsinki.

Participants were excluded from the analysis in case of (i) history of serious medical condition (history of encephalitis: n = 3), (ii) incidental finding on MRI (periventricular gliosis: n = 1, subependymal heterotopia: n = 1), (iii) premature birth (i.e. < 37 weeks of gestation; n = 3), (iv) attention deficit disorder (n = 1), (v) neurological hard signs as evident by neurological examination (n = 0), (vi) MRI not performed (n = 5), or (vii) neurological examination not performed (n = 17). The total sample included 136 adolescents (Table 1). Every included participant underwent a neurological examination on one of the study time points (n = 62 from Norway at time point 1, n = 30 from Belgium at time point 3, n = 40 from Germany at time point 1, n = 1 at time point 2 and n = 3 at time point 3). For cross-sectional analyses, neuroimaging data acquired at the time point of the neurological examination were used.

Table 1

Cohort characteristics.

NSS+ (n = 25)NSS− (n = 111)Statistical test
Study site (n)N (17), B (2), G (6)N (45), B (28), G (38)X2 = 6.780, df = 2, P = 0.034 *
Handedness (R/L)(96%/ 4%)(95%/ 5%)X2 = 0.083, df = 1, P = 0.774
Age (Mean/SD)14.67/ 0.6815.12/ 0.75t (139) = −2.789, P = 0.006 *
Height (Mean/SD)170.25/ 10.22173.59/ 7.56t (135) = −1.830, P = 0.070
Weight (Mean/SD)57.72/ 10.2760.44/ 8.60t (134) = −1.372, P = 0.173
NSS+ (n = 25)NSS− (n = 111)Statistical test
Study site (n)N (17), B (2), G (6)N (45), B (28), G (38)X2 = 6.780, df = 2, P = 0.034 *
Handedness (R/L)(96%/ 4%)(95%/ 5%)X2 = 0.083, df = 1, P = 0.774
Age (Mean/SD)14.67/ 0.6815.12/ 0.75t (139) = −2.789, P = 0.006 *
Height (Mean/SD)170.25/ 10.22173.59/ 7.56t (135) = −1.830, P = 0.070
Weight (Mean/SD)57.72/ 10.2760.44/ 8.60t (134) = −1.372, P = 0.173

Note. * Indicates statistically significant difference between groups at P = 0.05.

Abbreviations. B = Belgium; G = Germany; L = left; N = Norway; NSS = neurological soft signs; R = right; SD = standard deviation; X2 = chi-square.

Table 1

Cohort characteristics.

NSS+ (n = 25)NSS− (n = 111)Statistical test
Study site (n)N (17), B (2), G (6)N (45), B (28), G (38)X2 = 6.780, df = 2, P = 0.034 *
Handedness (R/L)(96%/ 4%)(95%/ 5%)X2 = 0.083, df = 1, P = 0.774
Age (Mean/SD)14.67/ 0.6815.12/ 0.75t (139) = −2.789, P = 0.006 *
Height (Mean/SD)170.25/ 10.22173.59/ 7.56t (135) = −1.830, P = 0.070
Weight (Mean/SD)57.72/ 10.2760.44/ 8.60t (134) = −1.372, P = 0.173
NSS+ (n = 25)NSS− (n = 111)Statistical test
Study site (n)N (17), B (2), G (6)N (45), B (28), G (38)X2 = 6.780, df = 2, P = 0.034 *
Handedness (R/L)(96%/ 4%)(95%/ 5%)X2 = 0.083, df = 1, P = 0.774
Age (Mean/SD)14.67/ 0.6815.12/ 0.75t (139) = −2.789, P = 0.006 *
Height (Mean/SD)170.25/ 10.22173.59/ 7.56t (135) = −1.830, P = 0.070
Weight (Mean/SD)57.72/ 10.2760.44/ 8.60t (134) = −1.372, P = 0.173

Note. * Indicates statistically significant difference between groups at P = 0.05.

Abbreviations. B = Belgium; G = Germany; L = left; N = Norway; NSS = neurological soft signs; R = right; SD = standard deviation; X2 = chi-square.

Neurological examination

A standardized pediatric neurological examination was performed based on “William DeMyer's Neurological Examination” (Biller et al. 2016) and the framework of the concept of “Minor Neurological Dysfunction” (MND; Hadders-Algra et al. 2010). We decided to follow the MND concept because it has proven useful when investigating developmental cohorts (De Jong et al. 2011; Kikkert et al. 2013; Galić et al. 2018). Of note, compared with other assessments such as the NES, CNI, HS, the MND concept considers the developmental status of a child and assesses performance with respect to age (Hadders-Algra 2002; Hadders-Algra et al. 2010).

Here, 28 tests of the MND framework were performed and grouped into 6 clusters: “Fine Motor Skills” (e.g. finger-opposition test), “Coordination & Balance” (e.g. diadochokinesis), “Posture & Tone” (e.g. posture while standing), “Involuntary Movements” (e.g. spontaneous motor activity during other tests), “Associated Movements” (e.g. associated movements during diadochokinesis), and “Sensory Function” (e.g. kinesthesia). Detailed information on the performed tests has been published elsewhere (Hadders-Algra 2010).

Each test performance was rated as “optimal” or “non-optimal” based on criteria defined in the neurological optimality score (De Jong et al. 2010; Hadders-Algra 2010). Each cluster was then rated as “optimal” or “non-optimal” based on predefined thresholds (De Jong et al. 2010; Hadders-Algra 2010). Study participants were categorized into a group with NSS (NSS+ group) if at least 1 of the 6 clusters was rated as non-optimal. Otherwise, participants were categorized into the group without NSS (NSS− group).

In Germany, the assessment was performed by experienced (pediatric) neurologists (FH, MVB, and EK). Examiners in Norway (SBS) and Belgium (JG, SD’H, and CS) were trained by the most experienced pediatric neurologist from Germany (FH) before performing the examinations independently. Examinations from Norway and Belgium were audio- and video-recorded and assessed by 3 independent raters from Germany with 0.5 (SMH), 15 (MVB), and 24 (UT) years of experience.

Neuroimaging

MRI data acquisition

Study participants underwent MR imaging at 1 of the 3 study sites. See Table 2 for a detailed overview of MRI data acquisition.

Table 2

Overview of MRI data acquisition.

NorwayBelgiumGermany
 MRI machine3T Philips Ingenia3T Philips Achieva dStream3T Philips Ingenia
 Head coil32 Channels32 Channels32 Channels
T1-weighted
 Sequence3D GE3D GE3D GE
 Voxel size1 × 1 × 1 mm31 × 1 × 1 mm31 × 1 × 1 mm3
Diffusion-weighted
 Sequence2D spin EPI2D spin EPI2D spin EPI
 Voxel size2 × 2 × 2 mm32 × 2 × 2 mm32 × 2 × 2 mm3
 Gradients20 × b = 1,000 s/mm2; 30 × b = 2,500 s/mm2 in addition to 7 non-weighted images; 4 non-weighted images with identical parameters but reversed phase encoding to correct for EPI-related geometrical distortions; Additional shells including <15 gradient directions required for data harmonization were omitted
 Multi-bandNo TE = 113 ms, TR = 12 s,
SENSE = 2
Yes multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s
Yes (n = 15) multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s No (n = 29) SENSE = 2
TE = 113 ms, TR = 12 s
NorwayBelgiumGermany
 MRI machine3T Philips Ingenia3T Philips Achieva dStream3T Philips Ingenia
 Head coil32 Channels32 Channels32 Channels
T1-weighted
 Sequence3D GE3D GE3D GE
 Voxel size1 × 1 × 1 mm31 × 1 × 1 mm31 × 1 × 1 mm3
Diffusion-weighted
 Sequence2D spin EPI2D spin EPI2D spin EPI
 Voxel size2 × 2 × 2 mm32 × 2 × 2 mm32 × 2 × 2 mm3
 Gradients20 × b = 1,000 s/mm2; 30 × b = 2,500 s/mm2 in addition to 7 non-weighted images; 4 non-weighted images with identical parameters but reversed phase encoding to correct for EPI-related geometrical distortions; Additional shells including <15 gradient directions required for data harmonization were omitted
 Multi-bandNo TE = 113 ms, TR = 12 s,
SENSE = 2
Yes multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s
Yes (n = 15) multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s No (n = 29) SENSE = 2
TE = 113 ms, TR = 12 s

Abbreviations. EPI = echo-planar imaging; GE = gradient echo; MRI = magnetic resonance imaging; SENSE = SENSitivity Encoding; TE = echo time; TR = repetition time.

Table 2

Overview of MRI data acquisition.

NorwayBelgiumGermany
 MRI machine3T Philips Ingenia3T Philips Achieva dStream3T Philips Ingenia
 Head coil32 Channels32 Channels32 Channels
T1-weighted
 Sequence3D GE3D GE3D GE
 Voxel size1 × 1 × 1 mm31 × 1 × 1 mm31 × 1 × 1 mm3
Diffusion-weighted
 Sequence2D spin EPI2D spin EPI2D spin EPI
 Voxel size2 × 2 × 2 mm32 × 2 × 2 mm32 × 2 × 2 mm3
 Gradients20 × b = 1,000 s/mm2; 30 × b = 2,500 s/mm2 in addition to 7 non-weighted images; 4 non-weighted images with identical parameters but reversed phase encoding to correct for EPI-related geometrical distortions; Additional shells including <15 gradient directions required for data harmonization were omitted
 Multi-bandNo TE = 113 ms, TR = 12 s,
SENSE = 2
Yes multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s
Yes (n = 15) multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s No (n = 29) SENSE = 2
TE = 113 ms, TR = 12 s
NorwayBelgiumGermany
 MRI machine3T Philips Ingenia3T Philips Achieva dStream3T Philips Ingenia
 Head coil32 Channels32 Channels32 Channels
T1-weighted
 Sequence3D GE3D GE3D GE
 Voxel size1 × 1 × 1 mm31 × 1 × 1 mm31 × 1 × 1 mm3
Diffusion-weighted
 Sequence2D spin EPI2D spin EPI2D spin EPI
 Voxel size2 × 2 × 2 mm32 × 2 × 2 mm32 × 2 × 2 mm3
 Gradients20 × b = 1,000 s/mm2; 30 × b = 2,500 s/mm2 in addition to 7 non-weighted images; 4 non-weighted images with identical parameters but reversed phase encoding to correct for EPI-related geometrical distortions; Additional shells including <15 gradient directions required for data harmonization were omitted
 Multi-bandNo TE = 113 ms, TR = 12 s,
SENSE = 2
Yes multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s
Yes (n = 15) multi-band factor 2, parallel acceleration SENSE 1.5, TE = 113 ms,
TR = 7.2 s No (n = 29) SENSE = 2
TE = 113 ms, TR = 12 s

Abbreviations. EPI = echo-planar imaging; GE = gradient echo; MRI = magnetic resonance imaging; SENSE = SENSitivity Encoding; TE = echo time; TR = repetition time.

T1-weighted imaging

Preprocessing

Raw data were visually inspected for artifacts such as ghosting, motion artifacts, or signal drops using 3D Slicer (http://www.slicer.org; version 4.5, Surgical Planning Laboratory, Brigham and Women’s Hospital, Boston, MA, United States) by trained personnel (EMB, TLTW, MG, and ADL), and excluded in case of insufficient quality (i.e. susceptibility artifacts caused by braces, severe motion, or cut-off images). This visual inspection for quality resulted in the exclusion of n = 12 cases. A total of 124 cases were included in the analysis of cortical thickness and volume (n = 20 with NSS; n = 104 without NSS). For the LGI analysis, an additional 2 cases were excluded due to segmentation failures resulting in 122 cases (n = 20 with NSS; n = 102 without NSS).

T1-weighted (T1w) images were automatically processed using the recon-all processing stream (https://surfer.nmr.mgh.harvard.edu/fswiki/recon-all) of Freesurfer version 7.1.0. For calculating the LGI, the “recon-all -localGI” processing stream, described in a step-by-step tutorial by Schaer and colleagues (Schaer et al. 2012), was performed. Subsequent steps included surface inflation, registration to a common spherical atlas, and cortical parcellation of the cortex with regard to sulcal and gyral patterns according to the Desikan–Killiany atlas (Dale et al. 1999). The parcellations were again visually inspected for quality and if necessary, edits to the white and pial surface were made by setting control points and by manually removing dura inclusions.

Processing and analysis

Cortical volume maps were obtained by determining the amount of gray matter volume between the white and the pial surface (Dale et al. 1999). Cortical thickness maps were obtained by calculating the closest distance between the white and the pial surface at each vertex of the cortical mantle (Fischl and Dale 2000). Gyrification maps were determined as the ratio of cortical surface area within the sulcal folds relative to the amount of cortex on the outer visible cortex for each point of the cortical surface (Schaer et al. 2012). Thereby, a higher gyrification index indicates a highly folded cortex and a lower gyrification index indicates a smoother cortex with less folding.

Surface-based smoothing with a full-width half-maximum default Gaussian kernel approximation of 10 mm, as recommended by Schaer and colleagues (Schaer et al. 2012), was applied to the cortical volume, thickness, and gyrification maps to improve the signal-to-noise ratio. See Fig. 1 for an illustration of investigated gray and white matter measures.

Diffusion-weighted imaging

Preprocessing

Quality control and exclusion of data with insufficient quality was performed as described above for the T1-weighted imaging data. This resulted in inclusion of data from 97 participants (n = 17 with NSS; n = 80 without NSS).

A brain mask was derived for each subject using FMRIB Software Library brain extraction tool (FSL BET; Smith 2002). Signal drift correction was performed using ExploreDTI v4.8.6 (Leemans et al. 2009). To mitigate echo-planar imaging (EPI) distortions, FSL TOPUP was applied on the mask, together with the non-weighted images of both phase encodings (Andersson et al. 2003). Subsequently, FSL EDDY 5.11 was used to correct for subject motion, eddy currents, and EPI distortions in a single step (Andersson and Sotiropoulos 2016).

Harmonization

The dMRI data were harmonized across the 3 data acquisition sites using a validated harmonization algorithm with rotational invariant spherical harmonics (RISH; De Luca et al. 2022). Harmonization approaches account for scanner-specific differences such as spatial variability of the diffusion signal in different brain areas, whereas at the same time maintaining the inter-subject variability at each study site and scanner. The used harmonization algorithm has recently been validated using this dataset (De Luca et al. 2022). In short, 20 scans were selected per study site for training harmonization and the study site Norway was selected as a reference. Individual sites were harmonized by computing RISH features. The RISH features were then applied to each individual dataset (De Luca et al. 2022).

Free-water imaging

Harmonized dMRI data were fitted to the free-water (FW) imaging diffusion model (Pasternak et al. 2009), which attempts to separate diffusion into tissue-specific and FW diffusion components. The volume fraction of the FW compartment provides a FW map. The tissue-specific compartment was modeled with a diffusion tensor, and diffusivity maps that are corrected for FW partial volume were derived from its eigenvalues, including tissue-specific fractional anisotropy (FAt), axial diffusivity (ADt; the principal eigenvalue) and radial diffusivity (RDt; the average of the 2 remaining eigenvalues). In addition, non-corrected FA maps were calculated by fitting a single diffusion tensor, for the purpose of the tract-based spatial statistics (TBSS) analysis.

Processing and analysis

Voxel-wise statistical analysis was carried out using the TBSS pipeline (Smith et al. 2006; Billah 2019). In this process, we generated a study-specific template to account for the young age of the subjects, which may not match the neuroanatomy of adult samples included in the Montreal Neurological Institute (MNI) standard template (Yoon et al. 2009). The study-specific template was created using an iterative procedure using advanced normalization tools (ANTS; Avants et al. 2022). Then, all individual FA maps were registered to this template and a FA skeleton map was created using the tbss_skeleton function, from FSL (Smith et al. 2006), with a threshold of 0.2. Each participant’s aligned FA image was then projected onto the skeleton. FAt, ADt, RDt, and FW were projected onto the FA skeleton using the same projection as FA. The resulting maps were used for calculating voxel-wise statistics on the skeleton (P < 0.05). See Fig. 1 for an illustration of investigated gray and white matter measures.

Overview of investigated cortical gray and white matter measures. Cortical volume, derived by using T1-weighted imaging, is determined as the amount of gray matter volume between the white and the pial surface. Cortical thickness, derived by using T1-weighted imaging, is determined as the closest distance between the white and pial surface at each vertex of the cortical mantle. The local gyrification index, derived by using T1-weighted imaging, is determined as the ratio of cortical surface area within the sulcal folds relative to the amount of cortex on the outer visible cortex for each point of the cortical surface. White matter microstructure, derived by diffusion-weighted imaging, is assessed by calculating free-water (FW)-corrected fractional anisotropy (FAt), axial diffusivity (ADt; the principal eigenvalue), and radial diffusivity (RDt; the average of the 2 remaining eigenvalues), which are parameters representing the magnitude (diffusivity) and direction (anisotropy) of water molecule diffusion.
Fig. 1

Overview of investigated cortical gray and white matter measures. Cortical volume, derived by using T1-weighted imaging, is determined as the amount of gray matter volume between the white and the pial surface. Cortical thickness, derived by using T1-weighted imaging, is determined as the closest distance between the white and pial surface at each vertex of the cortical mantle. The local gyrification index, derived by using T1-weighted imaging, is determined as the ratio of cortical surface area within the sulcal folds relative to the amount of cortex on the outer visible cortex for each point of the cortical surface. White matter microstructure, derived by diffusion-weighted imaging, is assessed by calculating free-water (FW)-corrected fractional anisotropy (FAt), axial diffusivity (ADt; the principal eigenvalue), and radial diffusivity (RDt; the average of the 2 remaining eigenvalues), which are parameters representing the magnitude (diffusivity) and direction (anisotropy) of water molecule diffusion.

Statistical analysis

Descriptive statistics of MRI and demographical data, as well as demographical differences between the NSS+ and NSS− group, were calculated using the software R (R version 4.0.1; R Core Team 2021). Chi-square tests were applied to assess between-group differences in study site and handedness. Independent t-tests were used to assess between-group differences in age, height, and weight.

For all gray matter morphology analyses, whole-brain voxel-wise analyses were performed using Freesurfer’s general linear modeling tool mri_glmfit. Statistical surface maps were created using a vertex-wise statistical threshold of P < 0.05. Correction for multiple comparisons was performed using Monte Carlo cluster-wise simulation repeated 10,000 times set at P < 0.05. To test for differences between the NSS+ and NSS− group in cortical volume, cortical thickness, and gyrification, general linear models using age and handedness as additional covariates were used.

For the TBSS analysis, voxel-wise permutation tests for each voxel on the white matter skeleton were performed using Randomise in FSL with 10,000 permutations and a Threshold-Free-Cluster Enhancement with 2D optimization (Winkler et al. 2014). To assess voxel-wise differences between the NSS+ and NSS− group in white matter microstructure (FAt, ADt, RDt, and FW), general linear models using age and handedness as additional covariates were used and corrected for family-wise error at a significance level of α < 0.05. The anatomical location of resulting significant white matter clusters was identified and labeled by mapping the corrected statistical map on the Johns Hopkins University white matter (JHU-WM) tractography atlas and the JHU-ICBM-DTI 81 WM labels atlas in the MNI space (Mori et al. 2008) as previously described by Brown-Lum and colleagues (Brown-Lum et al. 2020).

Results

Cohort characteristics

Based on the neurological examination, 25 (18.38%) participants were categorized as NSS+ and 111 (81.62%) participants as NSS−. Of the 136 participants, 111 (81.62%) participants performed optimal in all 6 clusters, 23 (16.91%) performed non-optimal in 1 cluster, 1 (0.74%) performed non-optimal in 2 clusters, and 1 (0.74%) in 4 clusters. The cluster that most often was performed non-optimal was “fine motor skills,” performed non-optimal by 23 participants (16.91%).

There was a statistically significant difference between the NSS+ and NSS− group regarding study site. More specifically, there was a significantly greater proportion of participants in the NSS+ group with 17/62 (27.42%) in Norway compared with 2/30 (6.67%) in Belgium and 6/44 (13.64%) in Germany (P = .034). Across study sites, participants in the NSS+ group were on average 6 months younger (NSS+: Mean = 14.67; SD = 0.68) than those in the NSS− group (NSS−: Mean = 15.12; SD = 0.75) (P = 0.006). The NSS+ and NSS− group did not differ regarding handedness, height, or weight (Table 1).

Cortical volume and cortical thickness

Neither cortical thickness nor cortical volume differed significantly between the NSS+ and NSS− group.

Local gyrification

Participants in the NSS+ group had significantly higher local gyrification compared with those in the NSS− group in the left hemisphere spanning the superior frontal lobe including the supplementary motor area, and the superior parietal lobe (NSS+: Mean = 3.17, SD = 0.24; NSS−: Mean = 3.12, SD = 0.10; P = 0.002; Fig. 2).

A) Higher local gyrification in the left hemisphere spanning superior frontal and superior parietal lobes in the NSS+ group (red cluster) using general linear models corrected for age and handedness after cluster-wise correction for multiple comparisons. B) Boxplots showing higher gyrification in the extracted significant cluster in the NSS+ group. Note. * Indicates statistical significance after cluster-wise correction for multiple comparisons at α < 0.05. Abbreviations. lgi = local gyrification index; lh = left hemisphere; NSS = neurological soft signs; rh = right hemisphere.
Fig. 2

A) Higher local gyrification in the left hemisphere spanning superior frontal and superior parietal lobes in the NSS+ group (red cluster) using general linear models corrected for age and handedness after cluster-wise correction for multiple comparisons. B) Boxplots showing higher gyrification in the extracted significant cluster in the NSS+ group. Note. * Indicates statistical significance after cluster-wise correction for multiple comparisons at α < 0.05. Abbreviations. lgi = local gyrification index; lh = left hemisphere; NSS = neurological soft signs; rh = right hemisphere.

White matter microstructure

Participants in the NSS+ group had significantly lower FAt compared with those in the NSS− group in widespread white matter clusters (all P < 0.05; FAt values averaged across all significant voxels: NSS+: Mean = 0.59, SD = 0.01; NSS−: Mean: = 0.62, SD = 0.01), particularly spanning the CC, the CST (corticospinal tract), the posterior thalamic radiation (PTR), the superior longitudinal fasciculus (SLF), the corona radiata (CR), and the internal capsule (IC; Fig. 3). Moreover, participants in the NSS+ group had significantly higher RDt compared with those in the NSS− group in widespread white matter clusters (all P < 0.05; RDt values averaged across all significant voxels: NSS+: Mean = 0.37, SD = 0.01; NSS−: Mean: = 0.36, SD = 0.01), particularly spanning the CC, CST, PTR, SLF, CR, and IC. ADt and FW did not differ significantly between groups (Fig. 3).

A) Lower FAt and higher RDt in the NSS+ group (red–yellow clusters). No statistically significant differences in ADt, and FW between groups using general linear models corrected for age and handedness after family-wise error correction. B) Boxplots showing individual FAt and RDt averaged across significant voxels. Note. * Indicates statistical significance after family-wise error correction at α < 0.05. Abbreviations. ADt = free-water-corrected axial diffusivity; FAt = free-water-corrected fractional anisotropy; FW = free-water; L = left; NSS = neurological soft signs; RDt = free-water-corrected radial diffusivity; R = right.
Fig. 3

A) Lower FAt and higher RDt in the NSS+ group (red–yellow clusters). No statistically significant differences in ADt, and FW between groups using general linear models corrected for age and handedness after family-wise error correction. B) Boxplots showing individual FAt and RDt averaged across significant voxels. Note. * Indicates statistical significance after family-wise error correction at α < 0.05. Abbreviations. ADt = free-water-corrected axial diffusivity; FAt = free-water-corrected fractional anisotropy; FW = free-water; L = left; NSS = neurological soft signs; RDt = free-water-corrected radial diffusivity; R = right.

Discussion

This study revealed alterations in gray and white matter in physically trained adolescents with the clinical phenotype “with NSS” compared with adolescents with the phenotype “without NSS”. More specifically, we found significantly higher gyrification in the left superior frontal and superior parietal lobe as well as lower FAt and higher RDt in widespread clusters spanning the CC, CST, PTR, SLF, CR, and IC associated with NSS. The groups did not differ in either cortical volume or cortical thickness. Findings from this study suggest that NSS, in typically development adolescents, are associated with distinct alterations in brain structure that can be objectively quantified using neuroimaging.

Cohort characteristics

When comparing between-group differences in demographical variables, the NSS+ group turned out to be slightly younger (6 months) than the NSS− group. Previous studies report a decreasing prevalence of NSS during adolescence between the age of 12 and 14 years (Soorani-Lunsing et al. 1993; Hadders-Algra 2002). The maturation of motor function has been shown to occur predominantly between childhood and adolescence with only smaller changes beyond the age of 14 years (Fietzek et al. 2000; Koerte et al. 2010). However, one study investigating longitudinal changes of NSS beyond the age of 14, demonstrated that the prevalence of NSS further decreases between the age of 13 and 17 (Martins et al. 2008). Thus, we cannot conclude with certainty to what extent our cohort was still undergoing neurodevelopmental alterations that may be related to the presence of NSS.

Evidence from previous studies unrelated to NSS, demonstrates an effect of age on dMRI measures (Nagy et al. 2004; Tamnes et al. 2010). To estimate the effect of age in this sample and to inform the interpretation of the difference in diffusion measures between the NSS+ and NSS− group, we performed an additional analysis (Supplementary Material; Supplementary Fig. 1). Results of this analysis revealed that the mean difference between the NSS+ and NSS− group in FAt and RDt values was approximately 10 times greater than the change in FAt and RDt estimated for adolescents between 14.67 (NSS+ Mean age) and 15.12 years (NSS− Mean age). Thus, although age has an effect on diffusion measures, this effect does not fully explain the difference between the study groups.

Moreover, we found a significant between-group difference in study site with a higher percentage of NSS+ participants from Norway compared with Belgium or Germany. This is surprising given previous reports that found NSS prevalence to be remarkably similar across countries and ethnicities (Bachmann and Schröder 2018). Of note, it is unlikely that the difference is due to an effect of the assessment of NSS since neurological assessments from Belgium and Norway were video-taped and later independently rated by raters from Germany. Future studies investigating large cohorts across countries are needed to better understand differences in the prevalence of NSS between regions and ethnicities.

Local gyrification

We found higher gyrification in adolescents with NSS compared with those without NSS in a large cluster spanning the left superior frontal lobe and the left superior parietal lobe. This finding substantially improves our existing knowledge on NSS by providing evidence of structural alterations in cortical folding potentially underlying NSS.

Although the quantification of local gyrification has been increasingly applied to the investigation of neurodevelopmental disorders (Schaer et al. 2012), to date, only one study has investigated local gyrification in association with NSS in young adults (Hirjak et al. 2016). This study reported an association between higher NSS scores (worse) with lower cortical gyrification (Hirjak et al. 2016). Of note, our finding of higher gyrification associated with NSS in adolescents, contrasts with this previous report in adults. Interestingly, however, higher gyrification has previously been found in adolescents with developmental disorders such as autism spectrum disorder, or schizophrenia (for review see Sasabayashi et al. 2021). Moreover, although studies assessing healthy adults found higher gyrification to be associated with better cognitive functioning (Gautam et al. 2015), this association has not been found in adolescents with developmental disorders, potentially suggesting altered brain maturation processes (Wallace et al. 2013). Similar to our finding, studies on adolescents with developmental disorders report higher gyrification located particularly in the frontal and parietal lobes (Sasabayashi et al. 2021). Of further note, those areas play a central role in higher-order sensorimotor control (Luppino and Rizzolatti 2000). Thus, our finding of higher gyrification in these cortical areas may be functionally linked to the subtle alterations in fine motor skills detected in our cohort.

Gyrification takes place when a continuously increasing cortical surface meets restricted space, as is the case for the developing brain inside the skull (Rakic 2009). However, the neural mechanisms underlying the increase in gyrification during early childhood followed by a decrease in gyrification during adolescence, are not fully understood. A widely accepted theory suggests a link between gyrification and brain connectivity (Van Essen 1997). This theory postulates that regions with greater neural connectivity are tied together with axonal tension allowing them to remain in proximity during brain growth. This early maturation process allows a faster information transfer between more densely connected brain regions and results in the formation of gyri (White et al. 2010). During adolescence, the developing brain undergoes targeted elimination processes of these neural connections, also referred to as synaptic pruning, which in turn change the morphology of gyri and sulci (White et al. 2010). Thus, measuring cortical gyrification during adolescence may provide insight into the process of elimination of axonal connections taking place during synaptic pruning.

Taken together, higher gyrification in adolescents associated with the presence of NSS suggests potential alterations in synaptic pruning processes. Whether higher gyrification in adolescents with NSS is linked to alterations in synaptic pruning processes occurring during adolescence, or whether alterations in the trajectory of brain maturation may have their origin in early brain developmental phases (i.e. prenatal or perinatal), remains to be elucidated.

White matter microstructure

We found significantly lower FAt and higher RDt in widespread clusters comprising the CC, CST, PTR, SLF, CR, and IC in adolescents in the NSS+ group compared with adolescents in the NSS− group. ADt and FW did not differ between groups.

This is the first study to use FW-corrected dMRI to investigate NSS-related brain alterations. The estimation of FAt is considered more specific than FA because it separates diffusion in each voxel into a tissue compartment (FAt) and an extracellular compartment (FW). This is of importance to disentangle extracellular processes from tissue-related processes when investigating the underlying neural mechanisms of brain disorders (Pasternak et al. 2012). Our finding of group differences in FAt in the absence of differences in FW suggests that diffusion alterations reflect differences in the tissue, but not in the extracellular space which would suggest e.g. neuroinflammation (Pasternak et al. 2009).

In addition to lower FAt, we also detected higher RDt in largely overlapping clusters in the brain. This result of higher RDt is in line with a previous study that demonstrated voxel-wise correlations between NSS scores and radial diffusivity (RD) in the CC in adults with NSS (Hirjak et al. 2017). Although FAt is highly sensitive for detecting microstructural alterations in the tissue, it is not specific to the type of changes. For instance, FAt can be reduced because of reduced ADt reflecting changes to parallel diffusivity, such as alterations in axonal shapes, or because of higher RDt reflecting changes to perpendicular diffusivity, such as myelination alterations, or a combination of the 2 (Winklewski et al. 2018). Thus, the higher RDt is more aligned with alterations in myelination, which may occur as part of adolescent brain development. In addition to regressive processes like synaptic pruning, the adolescent brain also undergoes growth processes such as myelination which ensures high speed and efficiency of information flow between brain regions. Alterations or delays in myelination during white matter maturation may lead to impaired sensory-motor function. Consequently, alterations in myelination processes during adolescence may play an important role in the context of NSS. Of note, the tracts covered by the identified white matter clusters, in particular CST and CC, play a central role in motor functioning and alterations in these tracts have previously been reported in developmental disorders such as developmental coordination disorder and attention deficit hyperactivity disorder (Langevin et al. 2014; Brown-Lum et al. 2020) and in adults with schizophrenia (Viher et al. 2021).

Taken together, we report white matter microstructure alterations in a group of adolescents with NSS, including lower FAt and higher RDt in major white matter tracts that play an important role in motor functioning. Lower FAt and higher RDt may potentially reflect alterations in axonal myelination which is a key process of brain maturation.

Cortical volume and cortical thickness

Neither cortical volume nor cortical thickness differed between the NSS+ and NSS− group. This result is partly in alignment with the results of 2 previous studies in adults with NSS. More specifically, Hirjak and colleagues (Hirjak et al. 2016) reported no alterations in cortical volume in association with NSS, whereas an earlier study (Dazzan et al. 2006) reported reduced volume in several clusters of the brain. Of note, the latter study is based on data acquired at 1.5T instead of 3T MRI and used a threefold larger voxel size which limits comparability to our study.

Compared with the study by Hirjak and colleagues that reported lower cortical thickness in the superior temporal, middle frontal, and superior frontal regions in association with NSS (Hirjak et al. 2016), we did not detect significant alterations in cortical thickness. Given that until the early twenties, cortical thickness decreases with increasing age (Tamnes et al. 2017), it may be the case that cortical thickness in our cohort still decreases, whereas the cohort by Hirjak and colleagues was already fully matured. Future longitudinal studies investigating NSS-related developmental trajectories are needed to confirm this hypothesis.

Limitations and future directions

There are limitations to this study that need to be considered. First, the results are based on cross-sectional data. Longitudinal analyses across larger age ranges are needed to elucidate the origins and trajectory of NSS-related structural brain alterations. Second, the investigated sample included male adolescent athletes only, which limits generalizability of findings from this study to the general population. More specifically, the investigated individuals participated in competitive sports which may constitute a selection bias with regard to motor coordination, meaning that individuals who choose to participate in competitive sports may be more likely to demonstrate above average motor coordination. Moreover, previous studies have reported training-related effects on white matter microstructure in children and adolescents (Chaddock-Heyman et al. 2018; Ruotsalainen et al. 2020). Given that we only investigated male adolescents, no conclusion can be drawn regarding female adolescents. The homogenous sample composition, however, allowed us to identify and characterize NSS in healthy and physically active adolescents without neurological, psychiatric, or developmental disorders. Our findings demonstrate that NSS may be of relevance beyond the commonly investigated at-risk populations. Third, 39 dMRI scans had to be excluded due to insufficient data quality which leads to lower statistical power. Of note, MRI motion artifacts are common when investigating pediatric cohorts. Thus, to ensure high data quality, rigorous quality assessment is essential.

Conclusion

This study revealed higher gyrification in left superior frontal and parietal areas and widespread alterations in white matter microstructure in adolescents with NSS compared with those without NSS. This finding suggests a structure-function relationship between NSS phenotype and brain microstructure. Potential underlying mechanisms include alterations in synaptic pruning and axon myelination, which are known as hallmark re-wiring processes of brain maturation. Longitudinal neuroimaging studies investigating NSS across childhood, adolescence, and young adults are needed to elucidate brain maturation trajectories related to NSS phenotyping.

Results from this study contribute to an improved understanding of NSS-related brain alterations. This insight may pave the way for an objective and quantitative life-span assessment of NSS, its related brain structure and its association with comorbidities that are of developmental and functional relevance.

Acknowledgments

We thank all study participants for taking the time to contribute to our research. We also thank our consortium members, and everyone involved in data collection.

Funding

This work was supported by the framework of ERA-NET Neuron (01EW1707). The individual national funding agencies are the German Ministry for Education and Research (Germany), the Research Foundation Flanders (G0H2217N), and Flemish Government (Sport Vlaanderen, D3392), Slovak Academy of Sciences and Ministry of Education of Slovak Republic (APVV-17-0668), the Dutch Research Council (NOW), the Norwegian Research Council (NFR), and the Ministry of Health, Israel [#3–13898). This work was also supported by the European Research Council (ERC Starting Grant 804326).

Conflicts of interest statement

JS-H receives funding for a Fellowship Award from Harvard Medical School Livingston and for a Young Investigator Grant sponsored by Mary and John Osterhaus and the Brain & Behavior Research Foundation. YT receives funding from ERA-NET Neuron (01EW1707) and from the National Institutes of Health (NIH R01 HL141774-02) and (NIH R01 HD090191). EK receives grant funding from the Bayerische Gleichstellungsförderung für Frauen in Forschung und Lehre and the Deutsche Gesellschaft für Neurophysiologie und Funktionelle Bildgebung, consulting fees from Medtronic, NELLI, payment from Eisai, Medtronic, UCB and Precisis, and support for attending meetings from Medtronic. APL receives royalties from BrainSpec, Inc. and consulting fees from Agios Pharmaceuticals, Biomarin Pharmaceuticals and from Moncton MRI. IKK receives funding for a collaborative project and serves as a paid scientific advisor for Abbott. She receives royalties for book chapters. Her spouse is an employee at Siemens AG.

REPIMPACT Consortium members

Sylvain Bouix, Fanny Dégeilh, Alexandra Gersing, Felicitas Heinen, Leonard B. Jung, Janna Kochsiek, Paul S. Raffelhueschen, Paula C.M. Schorlemer, Bettina Schwarz-Moertl, Alexandra A. C. Silva, Lisa Umminger, Amanda Clauwaert, Serafien D’Hooge, Doron Elad, Thor Einar Andersen, Erling Hisdal, Audun Holm Torgersen, Martin Cente, Igor Jurisica, Katarina Matyasova, Sara Porubska, Jozef Hanes, and Nir Sochen.

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Author notes

Elena Bonke and Michaela Bonfert contributed equally as first authors.

Florian Heinen and Inga Koerte contributed equally as last authors.

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