| Literature DB >> 32962762 |
Ismail Bilal Masokano1, Wenguang Liu1, Simin Xie1, Dama Faniriantsoa Henrio Marcellin2, Yigang Pei3, Wenzheng Li4.
Abstract
Recently, radiomic texture quantification of tumors has received much attention from radiologists, scientists, and stakeholders because several results have shown the feasibility of using the technique to diagnose and manage oncological conditions. In patients with hepatocellular carcinoma, radiomics has been applied in all stages of tumor evaluation, including diagnosis and characterization of the genotypic behavior of the tumor, monitoring of treatment responses and prediction of various clinical endpoints. It is also useful in selecting suitable candidates for specific treatment strategies. However, the clinical validation of hepatocellular carcinoma radiomics is limited by challenges in imaging protocol and data acquisition parameters, challenges in segmentation techniques, dimensionality reduction, and modeling methods. Identification of the best segmentation and optimal modeling methods, as well as texture features most stable to imaging protocol variability would go a long way in harmonizing HCC radiomics for personalized patient care. This article reviews the process of HCC radiomics, its clinical applications, associated challenges, and current optimization strategies.Entities:
Keywords: Clinical validation; Hepatocellular carcinoma (HCC); Radiomics; Texture quantification
Mesh:
Year: 2020 PMID: 32962762 PMCID: PMC7510095 DOI: 10.1186/s40644-020-00341-y
Source DB: PubMed Journal: Cancer Imaging ISSN: 1470-7330 Impact factor: 3.909
Studies that evaluated the impact of variation in imaging parameters on HCC texture quantification
| Author | Study | Suitable Features extracted | Parameters | Parameter Variation | Impact on texture quantification | Conclusion |
|---|---|---|---|---|---|---|
| Perrin et al. [ | CECT | 254 features: GLCM, GLRLM, LBP, ACM, IH, FD | Contrast Injection rate (CIR) | Change in CIR 0.15 ml/s (range 0–2.5) | 68/254features reproducible when variation CIR < 15% 50/254 features reproducible with variations of 50% | Quantification of features reduced as variability in CIR increases. |
| Pixel resolution | Pixel resolution difference 7.27% (range 0–30.8%) | 34/254 features reproducible with 15% variation in resolution. > 60 features reproducible with resolution variation < 5% | Quantification of features reduced as variability in pixel resolution increases | |||
| Scanner model | 75/254 features reproducible with same scanner and 35/254 with different scanner | Quantification of features reduced when > 1 scanner is used | ||||
| Solomon et al. [ | CECT | 23 GLCM-features: Contrast, correlation, energy, homogeneity, entropy | Reconstruction algorithms: | Different reconstruction algorithm | Contrast: 32% lower with MBIR than with FBP | MBIR and ASIR significantly improved the quantification of texture features. |
| MBIR, FBP and ASIR | Correlation: 37% higher with MBIR than FBP Energy: not significantly affected by algorithm | Radiation dose had no significant effect on texture features | ||||
| Radiation dose | Homogeneity: 15% higher with MBIR than FBP Entropy: unaffected No significant impact on texture features | |||||
| Mayerhoefer et al. [ | 3 T MRI | GLCM, GLRLM, IH, ARM, WAV based features | NA, TR, TE, SBW and pixel resolution | NA, TR, TE, SBW and pixel resolution at different values | Clinical resolution (MTX = 32 X 32; pixel size = 0.88 mm2): GLCM and GLRLM more sensitive to changes in NA, TR, SBW, TE than IH, ARM and WAV. Lower resolution: Sensitivity of all features to NA, TR, TE and SBW reduced | GLCM derived features were most robust to variations |
CIR contrast injection rate, GLCM gray-level co-occurrence matrix, GLRLM gray-level run-length matrix, LBP local binary pattern, ACM angular co-occurrence matrix, IH intensity histogram, FD fractal dimension, ARM autoregressive model, WAV wavelet transform, MTX matrix size, MBIR model-based iterative reconstruction, FBP filter back projection, ASIR adaptive statistical iterative reconstruction, NA number of acquisitions, TR repetition time, TE echo time, SBW sampling bandwidth
Fig. 1schematic diagram summarizing the steps in HCC radiomics
common semiautomated segmentation algorithms used in HCC
| Segmentation | Algorithm | Description | Performance | Setback |
|---|---|---|---|---|
| Image intensity based [ | Region growing e.g. GrowCut | Uses region-growing seed points to segment a tumor | Fast, low computational complexity, good reproducibility strong correlation with macroscopic tumor diameter | Segmentation errors due to boundary leakages, unsuitable for highly heterogenous tumors |
| GraphCut | Constructs an image-graph of voxels connected by weighted edges | Can deal with tumors with odd shapes and mosaic intensity | Over segmentation or undesired ROIs when there are artefacts | |
| Water shed transformation | Segments tumor from parenchyma based on difference in gray scale intensity | Global segmentation | Over segmentation sensitive to poor tumor margins | |
| Contour-based approach [ | Active contours, level-set and Live wires | Iteratively marks tumor contour from starting points on tumor edge | Faster than region growing methods | Rely on good initialization points and speed functions, sensitive to noise and poor tumor margins |
The summary of the statistical model used in texture quantification
| Statistical Model | |||
|---|---|---|---|
| First-order | Second-order | Higher-order | |
| Meaning | Frequency distribution of pixel/voxel gray-values without considering their spatial orientation [ | Spatial distribution of pixel/voxel gray-levels in relation to their relative positions [ | Characterizing images based on a unique interaction between the pixels/voxels that constitute the image [ |
| Computation method | Histogram from which several texture features can be derived | Texture features obtained from the joint probability distribution of neighboring pixels | Mathematical algorithms that evaluate pixel intensities in relation to their neighboring pixels |
| Examples | mean gray-level intensity, uniformity, entropy, standard deviation, skewness, kurtosis | GLCM, GLRLM | NGTDM, NSZM, wavelet, and Gabor transform |
GLCM gray-level co-occurrence matrix, GLRLM gray-level run-length matrix, NGTDM neighborhood gray-tone difference matrix, NSZM neighborhood size zone matrix
Fig. 2Illustration of a radiomic nomogram using clinical, laboratory and radiomics signature, AFP = alpha-fetoprotein, HBV = hepatitis B virus [56]
summary of studies showing the predictive performance of radiomics signature, clinical-radiological and the combined models
| Study | Objectives | No. of subjects | The area under the ROC curve | Sensitivity | Specificity | Best model | ||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| RS | CM | COM | RS | CM | COM | RS | CM | COM | ||||
| Ma et al. [ | Preoperative prediction of MVI | 157 (T:110, V: 47) | 0.793 | 0.761 | 0.801 | 0.656 | 0.944 | 0.889 | 0.944 | 0.655 | 0.759 | COM |
| Yang et al. [ | Prediction of MVI | 208 (T: 146, V: 62) | 0.837 | 0.759 | 0.861 | 0.842 | 0.737 | 0.895 | 0.744 | 0.674 | 0.814 | COM |
| Xu et al. [ | Prediction of MVI and survival | 495 (T:350, V:145) | 0.806 | N/A | 0.889 | 0.755 | 0.653 | 0.898 | 0.719 | 0.760 | 0.792 | COM |
| Zhang et al. [ | Prediction of MVI | 267 (T:194, V:73) | 0.820 | 0.721 | 0.858 | 0.692 | 0.269 | 0.808 | 0.809 | 0.936 | 0.861 | COM |
| Zhu et al. [ | Prediction of MVI | 142 (T:99, V:43) | 0.773 | N/A | 0.794 | 0.750 | N/A | 0.812 | 0.815 | N/A | 0.852 | COM |
| Zhang et al. [ | Prediction of early recurrence | 155 (T:108, V:47) | 0.728 | 0.814 | 0.841 | 0.696 | 0.783 | 0.913 | 0.708 | 0.833 | 0.750 | COM |
| Zhou et al. [ | Prediction of early recurrence | 215 | 0.817 | 0.781 | 0.708 | 0.794 | 0.784 | 0.824 | 0.699 | 0.619 | 0.708 | COM |
T training cohort, V validation cohort, N/A not available, ROC receiver operating characteristic curve, RS Radiomics signature, CM Clinical model, COM Combined model
Summary of the studies on radiomics analysis of HCC
| Authors | Objectives | Study | Significant features/model | Phase | Summary |
|---|---|---|---|---|---|
| Oh et al. [ | Predict tumor grade and DFS | CECT | SD, MPP and skewness | AP | AP based CCR model correlated well with tumor grade and DFS after resection |
| S. Song et al. [ | Differentiate hypervascular lesions | CECT | Histogram, GLCM and GLRLM | AP | AP features characterized hypervascular liver lesions |
| Mokrane et al. [ | Verify indeterminate liver nodules | CECT | Radiomic signature using KNN, SVM, and RF | AP and PVP | Machine-learning-identified feature diagnosed HCC in patients with indeterminate liver nodules |
| Huang et al. [ | Characterization of HCC based on gene expression | Gd-EOB-DTPA MRI | GLCM, GLRLM and GLSZM-based signature computed using SVM | AP, PVP, DP, and HBP | A radiomic model predicted DPHCC preoperatively |
| Ma and Peng et al. [ | Prediction of MVI | CECT | Radiomic signature computed with SVM and LASSO | PVP | CCR model was useful in preoperative and individualized prediction of MVI |
| Yang et al. [ | Prediction of MVI | Gd-EOB-DTPA MRI | Radiomic signature computed with LASSO | HBP, T1W and HBP T1 map | HBP T1W and HBP T1 maps radiomic signature were independent predictors of MVI |
| Zhu et al. [ | Preoperative prediction of MVI | MRI | Uniformity, CP, CS and LRLGLE in CCR | AP | CCR model predictive of MVI |
| Zhang et al. [ | Prediction of ER | Gd-EOB-DTPA MRI | Histogram, GLCM, HGLRE in CCR computed with LASSO | T2W, AP, HBP | CCR had a better predictive ability of ER |
| Zhou et al. [ | Prediction of ER | CECT | Histogram and GLCM radiomic signature computed with LASSO | AP, PVP | AP and PVP based CCR was a significant predictor of ER |
| Zhang et al. [ | Prediction of ER | MRI | Uniformity, entropy, and skewness | AP | AP features were independent predictors of ER. |
| Brenet Defour et al. [ | Prediction of OS | CECT | Skewness | PVP | Skewness associated with OS and useful for selecting best candidates for resection. |
| Zheng et al. [ | Prediction of OS and TTR | CECT | GLCM radiomic signature computed with LASSO | AP | Low rad-score correlated with aggressive tumor phenotypes and predictive of postoperative outcome |
| Song et al. [ | Prediction of RFS | MRI | Histogram, GRLM, GLCM, GLSZM based signature computed with LASSO | PVP | Preoperative estimation of RFS |
| Kim et al. [ | Prediction of survival | CECT | Histogram, GLCM, GLSZM, and 2 shape-based features incorporated into CCR using LASSO | AP | A CCR nomogram performed better in survival prediction |
| Fu et al. [ | Treatment and prediction of TTP and OS | CECT | Gabor filter and wavelet transform | PVP | Appropriate selection of HCC’s for TACE plus sorafenib |
| Kloth et al. [ | Response assessment after TACE | CECT/pCT | Entropy, mean heterogeneity, uniformity, and skewness | AP/PVP | Significant correlation between texture features and pCT parameters in prediction of response |
AP arterial phase, PVP portal venous phase, CCR combined clinical-radiologic/pathologic radiomic model, LRLGLE Long-run low gray-level emphasis, CP Cluster Prominence, CS ClusterShade, HGLRE High gray-level run emphasis, GLN gray-level run-length nonuniformity, GLGCM gray-level gradient co-occurrence matrix, GWTF Gabor wavelet transform texture, OS overall survival, TTP time to progression, TTR time to recurrence, DFS disease free survival, PFS progression free survival, BCLC Barcelona Clinic Liver Cancer, ER early recurrence, TACE transarterial chemoembolization, RFS recurrence free survival, DPHCC dual-phenotype hepatocellular carcinoma, pCT perfusion CT, RF random forest, KNN K-nearest neighbor, SVM support vector machine