| Literature DB >> 29527478 |
Yiming Li1, Zenghui Qian1, Kaibin Xu2, Kai Wang3, Xing Fan1, Shaowu Li4, Tao Jiang5, Xing Liu6, Yinyan Wang7.
Abstract
Background: P53 mutation status is a pivotal biomarker for gliomas. Here, we developed a machine-learning model to predict p53 status in lower-grade gliomas based on radiomic features extracted from conventional magnetic resonance (MR) images.Entities:
Keywords: Lower-grade gliomas; Machine learning; Prediction; Radiogenomics; p53
Mesh:
Substances:
Year: 2017 PMID: 29527478 PMCID: PMC5842645 DOI: 10.1016/j.nicl.2017.10.030
Source DB: PubMed Journal: Neuroimage Clin ISSN: 2213-1582 Impact factor: 4.881
Patient characteristics.
| Total ( | Training ( | Validation ( | ||
|---|---|---|---|---|
| Age (years; mean) | 40.1 | 39.2 | 41.9 | 0.054 |
| Sex (male/female) | 169/103 | 111/69 | 58/34 | 0.825 |
| Grade II/Grade III | 179/93 | 123/57 | 56/36 | 0.220 |
| P53 wild type/P53 mutation | 151/121 | 104/76 | 47/45 | 0.293 |
| Tumor location (left/right/bilateral) | 142/113/17 | 95/73/12 | 47/40/5 | 0.306 |
Legends.
T-statistical test.
Chi-square test.
Fig. 1Area under the curves (AUCs) of individual features after 10-fold cross validation (CV) in the training set. The features were listed based on the mean AUCs from the largest to the smallest. The results indicated that AUCs of individual features were lower than the AUC of the final model.
Fig. 2Fifteen texture features were selected using the least absolute shrinkage and selection operator algorithm (LASSO). (A) The misclassification error is shown versus log(lambda), with the lowest misclassification point indicating the optimal number of features remaining to fit the model. Dotted vertical lines are drawn at the best lambda values based on the minimum criteria and the 1 standard error criteria by 10-fold cross-validation. (B) LASSO coefficient profiles are shown for the 431 texture features. A vertical line is drawn at the value where the optimal lambda results in 15 nonzero coefficients.
Fifteen radiological features selected by the LASSO algorithm.
| Features | Descriptions |
|---|---|
| Autocorrelation_3 | A wavelet feature derived from autocorrelation. Autocorrelation evaluates the linear spatial relationship between texture primitives and measures the coarseness of an image. |
| Correlation_3 | A wavelet feature derived from correlation. Correlation is a measure of gray level linear dependence between the pixels at the specified positions relative to each other. |
| Informational measure of correlation 2_2 | Wavelet features derived from informational measure of correlation2. Informational measure of correlation2 measures nonlinear gray-level dependence. |
| Informational measure of correlation 2_7 | |
| Long run low gray level emphasis_3 | A wavelet feature derived from long run low gray level emphasis. It measures the joint distribution of long runs and low gray level values. |
| Maximum_6 | A wavelet feature derived from maximum. It describes the maximum value. |
| Maximum probability_2 | A wavelet feature derived from maximum probability. It describes the maximum value probability. |
| Median_6 | A wavelet feature derived from median. The median is the value that separates the lower and upper half of the sorted array of pixel values. |
| Minimum_1 | A wavelet feature derived from minimum. It describes the maximum gray value. |
| Run length nonuniformity_8 | A wavelet feature derived from run length nonuniformity. Run length nonuniformity examines the distribution of run lengths, higher when the texture is dominated by a few run lengths outliers. |
| Run percentage_4 | A wavelet feature derived from run percentage. Run percentage indicates the homogeneity and the distribution of runs of an image in a given direction. |
| Spherical disproportion | Spherical disproportion indicates how close the shape is to a sphere. |
| Sum average | Sum average measures overall image brightness. |
| Sum entropy_3 | A wavelet feature derived from sum entropy. Sum entropy provides the texture pattern of inhomogeneity inside the tumors. |
| Uniformity_4 | A wavelet feature derived from Uniformity. It describes the uniformity of the Image. |
Fig. 3Receiver operating characteristic curve for p53 genotype prediction in the training and validation sets. (A) In the training set, the area under the curve (AUC) was 89.6%. The optimal cutoff value (0.138), determined as the point when the sensitivity plus specificity was maximal, exhibited a sensitivity, specificity, and accuracy of 80.3%, 84.6%, and 80.0%, respectively (red dot). (B) The AUC was 76.3% in the validation set. At the optimal cutoff value (0.181), the sensitivity, specificity, and accuracy were 62.2%, 85.1%, and 70.7%, respectively (red dot).
Supplementary Fig. S1Estimated values derived from the machine-learning model for every patient in each cohort. The cutoff value was identified when the sensitivity plus specificity was optimal in the receiver operating characteristic curve analysis. (A) Estimated values are shown for each patient in the training set. (B) Estimated values are shown for each patient in the validation set. The p53 mutation status is indicated using different colors.
Supplementary Fig. S2Magnetic resonance images of two lower-grade glioma patients with different p53 status. Case 1 was a 46-year-old man with p53 wild-type, who was correctly assigned to the p53 wild-type group based on the SVM classifier. Case 2 was a 38-year-old male patient with p53 mutation, who was correctly assigned to the p53 mutation group.