| Literature DB >> 22975390 |
Krishna Chinthapalli1, Emanuele Bartolini, Jan Novy, Michael Suttie, Carla Marini, Melania Falchi, Zoe Fox, Lisa M S Clayton, Josemir W Sander, Renzo Guerrini, Chantal Depondt, Raoul Hennekam, Peter Hammond, Sanjay M Sisodiya.
Abstract
Many pathogenic structural variants of the human genome are known to cause facial dysmorphism. During the past decade, pathogenic structural variants have also been found to be an important class of genetic risk factor for epilepsy. In other fields, face shape has been assessed objectively using 3D stereophotogrammetry and dense surface models. We hypothesized that computer-based analysis of 3D face images would detect subtle facial abnormality in people with epilepsy who carry pathogenic structural variants as determined by chromosome microarray. In 118 children and adults attending three European epilepsy clinics, we used an objective measure called Face Shape Difference to show that those with pathogenic structural variants have a significantly more atypical face shape than those without such variants. This is true when analysing the whole face, or the periorbital region or the perinasal region alone. We then tested the predictive accuracy of our measure in a second group of 63 patients. Using a minimum threshold to detect face shape abnormalities with pathogenic structural variants, we found high sensitivity (4/5, 80% for whole face; 3/5, 60% for periorbital and perinasal regions) and specificity (45/58, 78% for whole face and perinasal regions; 40/58, 69% for periorbital region). We show that the results do not seem to be affected by facial injury, facial expression, intellectual disability, drug history or demographic differences. Finally, we use bioinformatics tools to explore relationships between facial shape and gene expression within the developing forebrain. Stereophotogrammetry and dense surface models are powerful, objective, non-contact methods of detecting relevant face shape abnormalities. We demonstrate that they are useful in identifying atypical face shape in adults or children with structural variants, and they may give insights into the molecular genetics of facial development.Entities:
Mesh:
Year: 2012 PMID: 22975390 PMCID: PMC3470710 DOI: 10.1093/brain/aws232
Source DB: PubMed Journal: Brain ISSN: 0006-8950 Impact factor: 13.501
Figure 1Dense surface models of the face. Three regions of the face were used as base meshes to restrict the extent of the models. The upper image is also annotated with the landmarks used in model construction. The perinasal and periorbital regions are shown on the bottom left and bottom right, respectively. Landmarks A–F are in the midline. Landmarks 1–8 are paired and only shown for the right side of the face. They are as follows: A = nasion; B = pronasale; C = subnasale; D = labiale superius; E = labiale inferius; F = gnathion; 1 = exocanthion; 2 = palpebrale superius; 3 = endocanthion; 4 = palpebrale inferius; 5 = ala nasi; 6 = christa philtri; 7 = cheilion; 8 = lower auricular attachment. Landmark 8 is applied to all unprocessed face surface images, but the ears are omitted from the base mesh because of variable loss of surface at the image periphery because of occluding hair.
Subject recruitment
| Variable or measure | Patients with pathogenic structural variants | Patients without pathogenic structural variants | Control subjects |
|---|---|---|---|
| Training cohort | 42 | 106 | NA |
| Excluded because of age; | 2 (4.8) | 22 (20.8) | – |
| Excluded because of ethnicity; | 2 (4.8) | 4 (3.7) | – |
| Number included; | 38 (90.4) | 80 (75.5) | – |
| Validation cohort | 6 | 75 | NA |
| Excluded because of age; | 0 | 11 (14.7) | – |
| Excluded because of ethnicitiy; | 1 (16.7) | 6 (8.0) | – |
| Number included; | 5 (83.3) | 58 (77.3) | – |
| Total number included in study | 43 | 138 | 388 |
| Age; mean age, years (range) | 25.8 (3.3–53.9) | 38.8 (2.8–56.3) | 21.3 (2.4–53.2) |
| Adults aged > 18 years; | 29 (67) | 135 (98) | 207 (53) |
| Male subjects; | 23 (53) | 54 (39) | 196 (51) |
| MRI findings; | |||
| Normal | 16 (37) | 51 (37) | |
| Incidental findings | 2 (5) | 8 (6) | |
| Abnormal | 19 (44) | 75 (54) | |
| Not performed/unavailable | 6 (14) | 4 (3) | |
| Intellectual disability; | |||
| Normal/mild | 22 (51) | 131 (95) | |
| Moderate | 7 (16) | 4 (3) | |
| Severe/profound | 12 (28) | 3 (2) | |
| Unknown | 2 (5) | 0 | |
| Detection method; | |||
| Array CGH | 31 (72) | 21 (15) | – |
| SNP array | 8 (19) | 117 (85) | – |
| FISH/karyotyping | 4 (9) | 0 | |
| Centre; | |||
| London | 19 (44) | 135 (98) | 388 (100) |
| Brussels/Leuven | 6 (14) | – | – |
| Florence | 18 (42) | 3 (2) | – |
Summary of all subjects who were recruited for 3D stereophotogrammetry, the number of subjects excluded and the number of subjects used in dense surface models. In the group with pathogenic structural variants, children were included, there were more male subjects, and subjects were recruited from three different centres. All patients were matched to control subjects based on age and sex for further analysis. MRI findings, intellectual disability and detection methods were obtained from clinical records and investigation reports.
CGH = comparative genomic hybridization; FISH = fluorescent in situ hybridization; NA = not applicable; SNP = single nucleotide polymorphism.
Figure 2FSD in the training cohort. (A) Box plots of the median, interquartile range and range of FSD for the three different models using the training cohort (n = 118). FSD is significantly greater for the whole face model (Face1: 8.86 versus 7.65; P = 0.001), the periorbital model (Eyes1: 10.6 versus 9.60; P = 0.013) and the perinasal model (Nose1: 7.62 versus 7.01; P = 0.031) in patients with pathogenic structural variants. Outliers >1.5 or 3 times the interquartile range from the upper quartile are shown in circles or asterisks, respectively. Excluding all outliers does not alter significance. (B) Receiver operating characteristic curves of face FSD, periorbital FSD and perinasal FSD used for detecting pathogenic structural variants in the training cohort. The areas under the curve are 0.69, 0.64 and 0.61, respectively. The filled circles mark the optimal FSD threshold for equal sensitivity and specificity, used for prediction in the validation cohort in the second set of models (Face2, Eyes2, Nose2). (C) For the training cohort, there was very strongly positive correlation for FSD between the Face1 and Face2 models (ρ = 0.96; P < 0.001). This was also true for the periorbital and perinasal region (not shown; Eyes1 versus Eyes2: ρ = 0.96; P < 0.001, Nose1 versus Nose2: ρ = 0.93; P < 0.001). Best-fit linear regression lines were used to convert the optimal FSD threshold values from the original model to the corresponding second model so that it could be used to predict the presence of pathogenic structural variants in the validation cohort. The formula for the line above is: Face2 FSD = (1.30 × Face1 FSD) − 0.99.
Predictive accuracy of different dense surface models
| Face region | Whole face | Periorbital region | Perinasal region |
|---|---|---|---|
| First models | Face1 | Eyes1 | Nose1 |
| Number in training cohort | 118 | 118 | 118 |
| Area under the curve | 0.69 | 0.64 | 0.61 |
| Cut-off value | 8.47 | 10.22 | 7.39 |
| Predicted sensitivity | 66% (25/38) | 61% (23/38) | 63% (24/38) |
| Predicted specificity | 65% (52/80) | 61% (49/80) | 63% (50/80) |
| Second models | Face2 | Eyes2 | Nose2 |
| Number in validation cohort | 63 | 63 | 63 |
| Equivalent cut-off value | 9.99 | 12.96 | 8.66 |
| Actual sensitivity | 80% (4/5) | 60% (3/5) | 60% (3/5) |
| Actual specificity | 78% (45/58) | 69% (40/58) | 78% (45/58) |
| Positive predictive value | 26% (4/17) | 14% (3/21) | 19% (3/16) |
| Negative predictive value | 98% (45/46) | 95% (40/42) | 96% (45/47) |
Accuracy of models of the three different facial regions in identifying the presence of pathogenic structural variants in our validation cohort. The first set of models was created using the training cohort only, and from this, receiver operating characteristic curves were calculated, and an optimal cut-off value of FSD was chosen for equal sensitivity and specificity. An equivalent FSD threshold was used in the second set of models to predict the presence or absence of pathogenic structural variants in 63 new patients (see text for details). Prediction was most accurate using the whole face, in which measured sensitivity was 80% and specificity was 78%. The periorbital and perinasal regions are less sensitive and less specific.
Figure 3Analysis of face FSD with structural variant interval, intellectual disability and age in all patients. (A) There was no significant correlation between whole face FSD and the number of genes in the pathogenic structural variant interval (ρ = 0.19; P = 0.25), within all patients with available data (n = 39). (B) Within the same group of patients, we identified genes in the structural variant interval that were highly expressed in the foetal forebrain. The number of such genes was correlated to whole face FSD (ρ = 0.34; P = 0.036; n = 39), but when looking at those with deletions and those with duplications separately, there was no significant difference. (C) FSDs for the whole face, periorbital region or perinasal region were all significantly greater with increasing intellectual disability (P < 0.001, P < 0.001, P = 0.026, respectively; n = 179). (D) We also assessed patients only undergoing array comparative genomic hybridization to exclude bias from different techniques to detect pathogenic structural variants, and found the median face FSD was still significantly different (11.1 versus 9.26; P = 0.005; n = 52). (E) Although patients with pathogenic structural variants were younger than those without pathogenic structural variants, no correlation was seen with age and whole face FSD.