Table 1 Diagnostic applications.

From: Radiomics and radiogenomics in gliomas: a contemporary update

Author

No. of patients

Magnet strength/MRI Sequences

Segmentation

manual vs automatic

Software

Type of radiomic analysis

Best discriminating features

Machine learning/statistical approach

Results

Ismail et al.36

105 (Training n = 59, test n = 46; GBM)

1.5 T/T1-CE, T2WI/FLAIR

Manual 2D

Matlaba

30 shape features; 14 “global” contour characteristics and 16 “local” curvature

Top two most discriminative features

including the SD of S and the mean of KT

SVM

3D shape attributes from the lesion habitat can be differentially expressed across pseudoprogression and tumour progression and could be used to distinguish these radiographically similar pathologies

Larroza et al.74

115 (RN = 32, radiation treated mets = 23, untreated mets = 60)

T1-CE

Manual 2D

Mazda

179 features; histogram, gradient, GLCM, GRLM, wavelets

Intensity 90th percentile

SVM

High classification accuracy (AUC > 0.9) was obtained using texture features and a support vector machine classifier to differentiate between brain metastasis and RN

Prasanna et al.81

75 (different grades of RN)

T1-CE

Manual 2D

Matlab

Four CoLlAGe entropy

Collage entropy skewness

RF

COLLAGE features exhibited decreased skewness for patients with pure and predominant RN and were statistically significantly different from those in patients with predominant recurrent tumours.

Hu et al.80

31 (RT = 15, RN = 16)

T1-CE, T2, FLAIR, PD, ADC, rCBF, rCBV and MTT

Manual 2D

Eight parameters derived from the multiple MR sequences: CE-T1, T2, FLAIR, PD, ADC, rCBF, rCBV and MTT.

rCBV

OC-SVMs

Greater value of advanced MRI DWI and PWI derived measures as compared to conventional imaging for discrimination of RN from viable tumour

Tiwari et al.26

58 (training n = 43, test n = 15; GBM)

T1-CE, T2, FLAIR

Manual 2D

Matlab

119 texture maps: Haralick, Laws, Laplacian pyramid, histogram of gradient orientations

GLCM and Laws features in the lower Laplacian scale

SVM

Laplacian pyramid features were identified to be most discriminative, possibly because these emphasize edge-related differences between RT and RN at lower resolutions.

Skogen et al.58

95 (HGG = 68, LGG = 27)

3 T/T1-CE

Manual 2D

TexRADb

Histogram metric

Fine textures scale

LGGs and HGGs were best discriminated using SD at fine-texture scale, with a sensitivity and specificity of 93% and 81% (AUC = 0.910, P < 0.0001)

Xie et al.60

42 (HGG = 27, LGG = 15)

3 T/dynamic contrast-enhanced

Manual 2D

OmniKineticsc

Five GLCM features - energy, entropy, inertia, correlation, and inverse difference moment (IDM)

Entropy and IDM

Evaluated five GLCM features from (DCE)-MRI of 42 patients with gliomas. They reported that entropy (AUC = 0.885) and IDM (AUC = 0.901) were able to differentiate grade III from grade IV and grade II from grade III gliomas, respectively.; no feature was able to distinguish subtypes of grade II and grade III gliomas.

Qi et al[.126

39 (HGG = 26, LGG = 13)

3 T/DWI/DKI

Manual 2D

ImageJd

Histogram metric

Mean kurtosis (MK)

Histogram parameters on DKI were significant in differentiating high- (grade III and IV) from low-grade (II) gliomas (P < .05); mean kurtosis was the best independent predictor of differentiating glioma grades with AUC = 0.925

Tian et al.59

153 (Grade II = 42, III = 33, IV = 78)

3 T/Multiparametric

(T1WI, T1-CE, T2WI, DWI, ASL)

Manual 2D-VOI

Matlab

GLCM, GLGCM

histogram

mean

30 and 28 Optimal features of 420 texture and 90 histogram features

SVM-RFE

Texture features were statistically significant over histogram parameters for glioma grading; AUC for classifying LGGs versus HGGs was 0.987, while it was 0.992 for grade III versus IV gliomas

Zacharaki et al.96

102 (mets = 24, meningiomas = 4, grade II gliomas = 22, grade III gliomas = 18, GBMs = 34)

3 T (T1, T2, FLAIR, DTI, perfusion)

Manual 2D

161: tumour shape, image intensity, Gabor texture

Different features for each pair-wise classification task, mainly comprising intensity from T1, T2, rCBV statistics and Gabor texture from FLAIR

LDA, kNN, SVM

The binary SVM classification achieved via a leave-one-out cross-validation reported accuracy, sensitivity, and specificity of 85%, 87%, and 97% for discrimination of metastases from gliomas and 88%, 85%, and 96% for discrimination of high-grade (grade III and IV) from low-grade (grade II) neoplasms.

Suh et al.61

77 (GBM = 23, PCNSLs = 54)

3 T/T1-CE, T2, FLAIR

Manual 2D

Python package, PyRadiomics 1.2.0e

Shape, volume, 1st order, GLCM, GLRLM, mGLSZM, and wavelet transform

A total of 6366 radiomics features subjected to recursive feature elimination and random forest analysis with nested cross-validation

SVM

In comparing diagnostic performances, the AUC (0.921) and accuracy (90%) of the radiomics classifier was significantly higher than those of the 3 radiologists (P < 0.001)

Beig et al.127

medulloblastomas (n = 22), ependymomas (n = 12), and gliomas (n = 25)

T1, T2, FLAIR

Manual 2D

Matlab

52 CoLlAGe features

sum variance and entropy of CoLlAGe on T2

RF

Medulloblastomas exhibited higher CoLlAGe entropy values than ependymomas and Gliomas for the paediatric brain tumour cases.

  1. OC one class, SVM support vector machine, RFE recursive feature elimination, RF Random Forest, rCBV relative cerebral blood volume, RLM run-length matrix, ADC apparent diffusion coefficient, EC edge contrast, – not available, GLSZM grey-level size-zone matrix, GLCM grey level co-occurrence matrix, GLRLM grey level run-length matrix features, LDA linear discriminant analysis, S sharpness, KT measure of the total curvature, VOI volume of interest, kNN k-nearest neighbours.
  2. aMathWorks, Natick, Massachusetts.
  3. bhttps://imagingendpoints.com/texrad-software/.
  4. chttp://www.omnikinetics.com/.
  5. dNational Institutes of Health, Bethesda, Maryland.
  6. ehttps://pyradiomics.readthedocs.io/en/latest/modules/radiomics/ngtdm.html.