| Literature DB >> 30867832 |
Zhenyu Liu1,2, Shuo Wang1,2, Di Dong1,2, Jingwei Wei1,2, Cheng Fang3, Xuezhi Zhou1,4, Kai Sun1,4, Longfei Li1,5, Bo Li3, Meiyun Wang6, Jie Tian1,4,7.
Abstract
Medical imaging can assess the tumor and its environment in their entirety, which makes it suitable for monitoring the temporal and spatial characteristics of the tumor. Progress in computational methods, especially in artificial intelligence for medical image process and analysis, has converted these images into quantitative and minable data associated with clinical events in oncology management. This concept was first described as radiomics in 2012. Since then, computer scientists, radiologists, and oncologists have gravitated towards this new tool and exploited advanced methodologies to mine the information behind medical images. On the basis of a great quantity of radiographic images and novel computational technologies, researchers developed and validated radiomic models that may improve the accuracy of diagnoses and therapy response assessments. Here, we review the recent methodological developments in radiomics, including data acquisition, tumor segmentation, feature extraction, and modelling, as well as the rapidly developing deep learning technology. Moreover, we outline the main applications of radiomics in diagnosis, treatment planning and evaluations in the field of oncology with the aim of developing quantitative and personalized medicine. Finally, we discuss the challenges in the field of radiomics and the scope and clinical applicability of these methods.Entities:
Keywords: medical imaging; oncology; precision diagnosis and treatment; radiomics
Mesh:
Year: 2019 PMID: 30867832 PMCID: PMC6401507 DOI: 10.7150/thno.30309
Source DB: PubMed Journal: Theranostics ISSN: 1838-7640 Impact factor: 11.556
Figure 1Publication statistics of radiomics since 2012. The number of publications is going straight up. Abbreviations: CT, Computed Tomography; MRI, Magnetic Resonance Imaging; PET, Positron Emission Tomography
Figure 2The initially radiomics pipeline with medical images. Reproduced with permission from 4. (a) Example CT images of patients with lung cancer. (b) Strategy of radiomic analysis.
Figure 3The radiomics pipeline of Modelling with manually defined features and Deep learning. For Modelling with manually defined features, it includes the main steps: data acquisition and preprocessing, tumor segmentation, feature extraction and selection, and modeling. For deep learning, it is an end-to-end method without separate steps of feature extraction, feature selection and modelling. Trained model from both two methods should be validated with new dataset, and then could be applied. Abbreviations: AUC, area under the receiver operating characteristic curve; C-index, concordance index; DFS, disease-free survival; PFS, progression-free survival; OS, overall survival
Figure 4The main features we used for radiomic analysis could be divided into three parts: Empirical features, Statistical features and Deep learning features. All these features could be visualized and interpreted with physical meanings. However, what we should do further is to unravel their physiological significance.
Figure 5Scope of radiomics for diagnosis and treatment evaluation, suggesting the potential directions radiomics could be applied for. Abbreviations: EGFR: epidermal growth factor receptor; IDH: isocitrate dehydrogenase; KRAS: Kirsten rat sarcoma viral oncogene homolog; MGMT: O-6-methylguanine-DNA methyltransferase
Figure 6Developed radiomics nomogram for prediction of pCR to NCRT in rectal cancer. Reproduced with permission from 8.
Figure 7Flowchart depicting the workflow of radiomics and the application of the RQS. Reproduced with permission from 10. Abbreviations: RQS, radiomics quality score.
Specifications of radiomic studies in different cancers
| Studies | Study design | No. of patients | No. and type of | Statistical analysis | Image Modality | Clinical Characteristics |
|---|---|---|---|---|---|---|
| Kickingereder et al | Retrospective, single center study | 79 + 40 | 6095 (first-order, volume and shape, texture) | Cox regression analysis | MRI | Prognosis |
| Xi et al | Retrospective, single center study | 98 + 20 | 1665 (first-order, size and shape, texture, wavelet) | LASSO, SVM | MRI | Diagnosis |
| Kickingereder et al | Retrospective, single center study | 121 + 60 | 1043 (first-order, size and shape, texture) | Chi-square and Wilcoxon test, LASSO, Cox regression | MRI | Prognosis |
| Han et al | Retrospective, single center study | 184 + 93 | 79 (size and shape, intensity, textural, wavelet) | random forest, U test | MRI | Diagnosis |
| Li et al | Retrospective, single center study | 200 + 70 | 431 (first-order, size and shape, texture, wavelet) | logistic regression, t test, Chi-square test | MRI | Diagnosis |
| Li et al | Retrospective, single center study | 180 + 92 | 431 (first-order, size and shape, texture, wavelet) | t test, Chi-square test, LASSO, SVM | MRI | Diagnosis |
| Kickingereder et al | Retrospective, single center study | 112 + 60 | 4842 (first-order, size and shape, texture, wavelet) | PCA, Cox regression model | MRI | Treatment evaluation |
| Grossmann et al | Retrospective, single center study | 57 + 56 | 65 (first order statistics, size and shape, texture) | PCA, Spearman rank correlation, Wilcoxon test, Cox | MRI | Treatment |
| Papp et al | Retrospective, single center study | 70 | 48 (Histogram, shape, texture) | Geometrical Probability Covering Algorithms, | PET | Prognosis |
| Ren et al | Retrospective, single center study | 85 + 42 | 970 (shape, intensity, textural and wavelet) | LASSO | MRI | Diagnosis |
| Leijenaar et al | Retrospective, multi-center study | 628 + 150 | 902 (intensity, shape, texture, Wavelet and Laplacian) | LASSO and multivariable logistic regression | CT | Diagnosis |
| Zhou et al | Retrospective, single center study | 122 + 39 | 257 (intensity, texture, and geometric) | 3D CNN | PET/CT | Diagnosis |
| Chen et al | Retrospective, single center study | 53 | 41 (textural features or histograms) | logistic regression analysis | PET/CT | Diagnosis |
| Zhang et al | Retrospective, single center study | 88 + 30 | 970 (shape, intensity, textural and wavelet) | LASSO | MRI | Prognosis |
| Wang et al | Retrospective, single center study | 120 | 591 (texture) | LASSO | MRI | Treatment evaluation |
| Wu et al | Retrospective, single center study | 102 + 48 | 474 (shape, intensity, textural and wavelet) | LASSO | CT | Prognosis |
| Elhalawani et al | Retrospective, single center study | 420 + 45 | 134 (intensity direct, histogram, shape and texture) | multivariate Cox | CT | Prognosis |
| Vallières et al | Retrospective, multi-center study | 194 + 106 | 1615 (intensity, shape, texture) | random forest | PET/CT | Prognosis |
| Guo et al | Retrospective, single center study | 215 | 463 (morphology, intensity, texture, wavelet) | t test, ICC, LASSO, and SVM | US | Diagnosis |
| Antropova et al | Retrospective, single center study | 2060 | Deep learning features | CNN, SVM | FFDM, US, MRI | Diagnosis |
| Antunovic et al | Retrospective, single center study | 43 | 20 (size and shape, first-order) | Univariate analysis, hierarchical clustering, exact Fisher's test | PET/CT | Diagnosis |
| Ha et al | Retrospective, single center study | 73 | 109 (texture) | Hierarchical clustering, logistic regression, Cox | PET | Diagnosis and Prognosis |
| Saha et al | Retrospective, single center study | 461 + 461 | 529 (first order, size and shape, texture) | correlation, RF, logistic regression | MRI | Diagnosis |
| Chan et al | Retrospective, single center study | 563 | 8192 (washin and washout intensity values) | PCA, LASSO, logistic regression, K-M survival | MRI | Treatment Evaluation |
| Braman et al | Retrospective, single center study | 117 | 99 (texture) | mRMR, consensus clustering, LDA, DLDA, QDA, naïve Bayes, SVM | MRI | Treatment Evaluation |
| Chamming et al | Retrospective, single center study | 85 | texture | Mann-Whitney U test, logistic regression | MRI | Treatment Evaluation |
| Partridge et al | Prospective, multi-center study | 272 | Z-test, logistic regression | MRI | Treatment Evaluation | |
| Tran et al | Retrospective, single center study | 37 | 40 (texture) | Logistic regression, naïve Bayes, k-NN | DOS | Treatment Evaluation |
| Park et al | Retrospective, single center study | 194+100 | 156 (texture) | Elastic net, Cox Model, K-M analysis | MRI | Prognosis |
| Kumar et al | Retrospective, multi-center study | 38106 + 4234 | 500 (Deep learning features) | 3D CNN | CT | Diagnosis. |
| Shen et al | Retrospective, multi-center study | 825 + 275 | Deep learning features + 319 (first order, shape and size, textural, and wavelet) | mrmr, SVM, MC-CNN | CT | Diagnosis |
| Aerts et al | Retrospective, multi-center study | 474 + 575 | 440 (intensity, shape, texture and wavelet) | Cluster and Cox | CT | Prognosis and Diagnosis |
| Parmar et al | Retrospective, multi-center study | 558 + 320 | 440 (intensity, shape, texture and wavelet) | Cluster and Cox | CT | Prognosis |
| Coroller et al | Retrospective, single center study | 98 + 84 | 635 (intensity, shape, texture, LoG and Wavelet) | mrmr and Cox | CT | Prognosis |
| Zhou et al | Retrospective, multi-center study | 241 + 107 | 485 (intensity, shape, texture, and wavelet) | concave minimization and SVM | CT | Prognosis |
| Jia et al | Retrospective, single center study | 70 + 31 | 70 (statistical, histogram, morphologic, and texture) | c-means, ICC, linear correlation coefficient, LASSO and Cox | PET | Prognosis |
| Liu et al | Retrospective, single center study | 298 | 219 (size, shape, location, air space, histogram, laws texture and wavelet) | Multiple logistic regression analysis, and SVM | CT | Diagnosis |
| Zhang et al | Retrospective, single center study | 140 + 40 | 485 (shape, intensity, textural and wavelet) | LASSO | CT | Diagnosis |
| Rios et al | Retrospective, multi-center study | 353 + 352 | 440 (intensity, shape and texture) | MRMR, Random forest classifier | CT | Diagnosis |
| Wu et al | Retrospective, multi-center study | 198 + 152 | 440 (intensity, shape and texture) | 24 Feature Selection Methods, 3 Classifiers | CT | Diagnosis |
| Zhu et al | Retrospective, single center study | 81 + 48 | 485 (shape, intensity, textural and wavelet) | LASSO | CT | Diagnosis |
| Fan et al | Retrospective, multi-center study | 160 + 235 | 355 (shape, intensity, textural and wavelet) | LASSO | CT | Diagnosis |
| Fave et al | Retrospective, single center study | 107 | 212 (texture, shape) | Cox, AIC | CT | Prognosis |
| Coroller et al | Retrospective, single center study | 101 + 26 | 440 (intensity, shape and texture) | PCA | CT | Treatment evaluation |
| Aerts et al | Retrospective, multi-center study | 47 | 183 (shape, intensity, textural and wavelet) | Coefficient of Variation | CT | Treatment evaluation |
| Song et al | Retrospective, multi-center study | 117 + 197 | 1032 (shape, intensity, textural and wavelet) | LASSO and COX | CT | Treatment evaluation |
| Song et al | Retrospective, single center study | 661 + 61 | 592 (shape, intensity, textural and wavelet) | SVM and COX | CT | Prognosis |
| Balagurunathan et al | Retrospective, single center study | 32 + 59 | 329 (shape, size, and texture) | concordance correlation coefficient, and K-M | CT | Prognosis |
| Huang et al | Retrospective, single center study | 141 + 141 | 132 (textural) | LASSO and COX | CT | Prognosis |
| Huang et al | Retrospective, single center study | 326 + 200 | 150 (histogram and GLCM) | LASSO | CT | Diagnosis |
| Yang et al | Retrospective, single center study | 61 + 56 | 346 (histogram, shape, and texture) | ICC, SVM | CT | Diagnosis |
| Ke et al | Retrospective, single center study | 48 | 103 (histogram, GLCM, shape) | Mann-Whitney test, T test, ANN | MRI | Treatment evaluation |
| Liu et al | Retrospective, single center study | 152 + 70 | 2252 (intensity, shape, wavelet features) | T test, LASSO | MRI | Treatment evaluation |
| Natally et al | Retrospective, single center study | 93 + 21 | 34 (texture, wavelet features) | Wilcoxon rank-sum test, random forest | MRI | Treatment evaluation |
| Meng et al | Retrospective, single center study | 54 + 54 | 485 (Shape, Intensity Texture) | log-rank test, LASSO Cox regression | MRI | Prognosis |
| Lovinfosze et al | Retrospective, single center study | 86 | (Histogram, texture) | Cox regression analysis | PET/CT | Prognosis |
| Chen et al | Retrospective, single center study | 266 + 155 | 781 (first- and second-order, histogram, texture, and Form Factor Parameters) | LASSO | T2WI, ADC | Diagnosis |
| Wang et al | Retrospective, single center study | 54 | 40 (texture features) | RFE-SVM | DCE | Diagnosis |
| Algohary et al | Retrospective, single center study | 30 + 15 | 308 (first-order statistics, Gabor, Laws, and Haralick) | QDA ,RF,SVM | T2WI, ADC | Diagnosis |
| Chaddad et al | Retrospective, single center study | 99 | 57 (GLCM,JIM) | Random Forest | ADC | Diagnosis |
| Shiradkar et al | Retrospective, multi-center study | 70 + 50 | 150 (first-order statistics, Gabor, Laws texture) | A machine-learning classifier | T2WI, ADC | Prognosis |
| Bakr et al | Retrospective, single center study | 28 | 4176 (Intensity, Texture, Shape, Edge) | ICC | CT | Diagnosis |
| Peng et al | Retrospective, single center study | 184 + 120 | 980 (Shape, Intensity, texture) | Lasso | CT | Diagnosis |
| Ma et al | Retrospective, single center study | 70 | 485 (shape, intensity, textural and wavelet) | LASSO | CT | Diagnosis |
| Ba-Ssalamah et al | Retrospective, single center study | 47 | 30 (histogram, texture) | LDA, K-NN | CT | Diagnosis |
| Zhou et al | Retrospective, single center study | 215 | 300 (histogram, GLCM) | ICC, LASSO | CT | Prognosis |
| Akai et al | Retrospective, single center study | 127 | 96 (filtration, histogram) | Multivariate Cox | CT | Prognosis |
| Cozzi et al | Retrospective, single center study | 138 | 35 (shape and size, histogram, second and high order) | Cox | CT | Prognosis |
| Francesco et al | Retrospective, single center study | 56 | 107 (first- and second-order Textural, shape and size) | Cox | CT | Prognosis |