| Literature DB >> 35538388 |
Rosalinda Calandrelli1, Luca Boldrini2, Huong Elena Tran2, Vincenzo Quinci3, Luca Massimi4,5, Fabio Pilato6, Jacopo Lenkowicz2, Claudio Votta2, Cesare Colosimo3,5.
Abstract
PURPOSE: To investigate the potentialities of radiomic analysis and develop radiomic models to predict the skull dysmorphology severity and post-surgical outcome in children with isolated sagittal synostosis (ISS).Entities:
Keywords: High-resolution CT; Predictive model; Radiomics; Sagittal synostosis; Scaphocephalic severity
Mesh:
Year: 2022 PMID: 35538388 PMCID: PMC9130191 DOI: 10.1007/s11547-022-01493-6
Source DB: PubMed Journal: Radiol Med ISSN: 0033-8362 Impact factor: 6.313
Classification of the patients based on the cephalic index and synostotic status of each section of the sagittal suture (anterior–central–posterior sections)
| Classification of patients | ||
|---|---|---|
| Dolichocephalic skull morphology | Hyperdolichocephalic skull morphology | |
| Cephalic index | 77–66% | < 66% |
| Patients ( | 26 | 79 |
f fused, p patent, n number of patients
Fig. 1Sagittal suture and skull shape severity quantification using cephalic index. 3D (a) and 2D-CT (b–d). Sagittal suture was subdivided into three sections based on anatomical location (anterior–central–posterior). Patent sagittal suture in b: white arrow. Cephalic index (c, d) represents the ratio of maximum cranial width to maximum cranial length × 100. F plane: the plane at the level of foramina of Monro was used for measurements. Segmentation of sagittal suture on CT images for radiomic features extraction. 3D (e–j–o) and 2D-CT (f, g, h, k, l, m, n, p, q, r, s). Anterior (ROI_anterior: green in e, f, g, h, i; arrow in e), central (ROI_central: pink in j, k, l, m, n; arrow in j) and posterior (ROI_posterior: purple in o, p, q, r, s; arrow in o) section of the sagittal suture. The segmentation of the entire sagittal suture (ROI_entire) is the union of the anterior, central and posterior sections
Fig. 2Workflow Diagram. CT images were segmented in different regions of interest (ROIs). The radiomic features extracted from the entire sagittal suture (ROI_entire) were correlated to the skull shape severity. The dataset was split into training (80%) and testing (20%) sets. The training set was used for feature selection, model training and cross-validation. The testing set was used for hold-out validation. The features extracted from anterior (ROI_anterior), central (ROI_central) and posterior (ROI_posterior) sections of the sagittal suture were correlated to the post-surgical outcome. A logistic regression model was trained on a selected feature and validated via bootstrapping
Subdivision of patients and fused sections of the suture for the binary classifications
| Skull shape severity | ||
|---|---|---|
| Class 0 (dolichocephalic skull morphology) | Class 1 (hyperdolichocephalic skull morphology) | |
| Training set | 21 | 64 |
| Testing set | 5 | 15 |
n number of patients
Fig. 3Distribution of the fused sections for the dichotomized scaphocephalic severity. a, b Barplots indicating the number (a) and position (b) of the fused sections of the suture for the two classes of skull shape severity (class 0 dolichocephaly, class 1 hyperdolichocephaly). Distribution of the scaphocephalic severity for the dichotomized Sloan outcome. c Barplots indicating the clinical severity of the head shape (dolichocephaly, hyperdolichocephaly) for the two classes of Sloan post-surgical outcome (class 0 excellent, class 1 good/modest)
Coefficients of the logistic regression model based on the entire sagittal suture (ROI_entire) for the prediction of the skull shape severity
| Model coefficients | ||
|---|---|---|
| Estimate (95% CI) | ||
| Intercept | 1.38 (0.80;1.96) | < 0.001 |
| F_stat.kurt | − 1.94 (− 3.60; − 0.27) | 0.022 |
Model performance results for the threefold cross-validation and “hold-out” validation
CI confidence interval, PPV positive predictive value, F_stat.kurt kurtosis extracted from the entire sagittal suture
Fig. 4Boxplots (a) and density plots (b) of the dichotomized skull shape severity. a Boxplots of the feature F_stat.kurt extracted from ROI_entire for the two classes of skull shape severity; b distributions of gray levels (density plots) within ROI_entire for patients belonging to two classes of skull shape severity and characterized by F_stat.kurt values within the interquartile range (IQR)
Fig. 5Boxplots (a) and density plots (b) of the dichotomized Sloan post-surgical outcome for ROI_posterior. a Boxplots of the feature F_stat.kurt_post extracted from ROI_posterior for the two classes of Sloan outcome, b distributions of gray levels (density plots) within ROI_posterior for patients belonging to the classes 1 and 0 of Sloan outcome and characterized by F_stat.kurt_post values within the interquartile range (IQR). ROC curve of the logistic regression model built for ROI_posterior (c). 95% confidence intervals (CI) for the sensitivity and specificity are represented as bars
Coefficients of the logistic regression model based on the posterior section of the sagittal suture (ROI_posterior) for the prediction of the Sloan post-surgical outcome
| Model coefficients | |||
|---|---|---|---|
| Estimate (95% CI) | Estimate p value | Bootstrapped average (95% CI) | |
| Intercept | − 1.66 (− 2.39; − 0.93) | < 0.001 | − 1.73 (− 2.58; − 1.09) |
| F_stat.kurt_post | − 4.82 (− 9.18; − 0.45) | 0.030 | − 5.19 (− 9.69; − 1.78) |
Model coefficients validated with bootstrapping. Model performance results for classification
CI confidence interval, NPV negative predictive value, F_stat.kurt_post kurtosis extracted from the posterior fused section of the suture