| Literature DB >> 33806195 |
Sabrina Honoré d'Este1, Michael Bachmann Nielsen1,2, Adam Espe Hansen1,2.
Abstract
The aim of this study was to systematically review the literature concerning the integration of multimodality imaging with artificial intelligence methods for visualization of tumor cell infiltration in glioma patients. The review was performed in accordance with the preferred reporting items for systematic reviews and meta-analysis (PRISMA) guidelines. The literature search was conducted in PubMed, Embase, The Cochrane Library and Web of Science and yielded 1304 results. 14 studies were included in the qualitative analysis. The reference standard for tumor infiltration was either histopathology or recurrence on image follow-up. Critical assessment was performed according to the Quality Assessment of Diagnostic Accuracy Studies (QUADAS2). All studies concluded their findings to be of significant value for future clinical practice. Diagnostic test accuracy reached an area under the curve of 0.74-0.91 reported in six studies. There was no consensus with regard to included image modalities, models or training and test strategies. The integration of artificial intelligence with multiparametric imaging shows promise for visualizing tumor cell infiltration in glioma patients. This approach can possibly optimize surgical resection margins and help provide personalized radiotherapy planning.Entities:
Keywords: advanced imaging; artificial intelligence; glioblastoma; glioma; magnetic resonance imaging; multi-modality imaging
Year: 2021 PMID: 33806195 PMCID: PMC8067218 DOI: 10.3390/diagnostics11040592
Source DB: PubMed Journal: Diagnostics (Basel) ISSN: 2075-4418
Figure 1Preferred Reporting Items for Systematic Reviews and Meta-analysis (PRISMA) flowchart of the literature search and study selection.
Results from all 14 included studies.
| Author | Participants Training/Validation | Modalities | AI Method | Patholovgy | Reference Standard | Pathologic Marker | AUC | Conclusion |
|---|---|---|---|---|---|---|---|---|
| Akbari et al., 2016 | 31/34 | T1, T1ce, T2, FLAIR, DTI, DSC | SVM | HGG (GBM) | Follow-up imaging | Manual delineation | 0.80/0.84 | Multiparametric MRI can elucidate patterns of tumor infiltration within peritumoral region that predict tumor recurrence |
| Hu et al., 2015 | 11/7 | T1ce, T2, DSC | DLDA, (DQDA, SVM) | HGG (GBM) | Biopsy | Tumor nuclei | NA | Multiparametric MRI and texture analysis can help characterize and visualize GBM’s spatial histologic heterogeneity |
| Rathore et al., 2018 | 31/59 | T1, T1ce, T2, FLAIR, DTI, DSC | SVM | HGG (GBM) | Follow-up imaging | Manual delineation | 0.83/0.91 | Multiparametric MRI can assist in |
| Yan et al., 2020 | 37/20 | T1, T2, FLAIR, DTI, DSC, Spectroscopy | CNN | HGG (GBM) | Follow-up imaging | Manual delineation | NA | Application of distinct imaging characteristics can potentially identify site of tumor progression. |
| Anwar et al., 2017 | 24 | T1ce, FLAIR, DWI, DTI, Spectroscopy | Multinomial logistic regression | HGG (GBM) | Follow-up imaging | Manual delineation | 0.75 | Integrating advanced MRI with dosimetry can identify voxels at risk for progression |
| Blumenthal et al., 2017 [ | 32 | T1, T1ce, FLAIR, DCE | SVM | HGG (GBM, astrocytoma, oligodendroglia) | Follow-up imaging | RANO | NA | Proposed Segmented RANO criteria classifies tumor and nontumor parts within enhancing and non-enhancing lesion. |
| Gaw et al., 2019 | 18 | T1ce, T2, DTI, DSC | SSL + mechanistic proliferation-invasion model | HGG (GBM) | Biopsy | Cell density | NA | Predictive model can provide patient-specific spatial maps of tumor cell density |
| Hu et al., 2019 | 18 | T1, T1ce, T2, DTI, DSC | Multivariable linear regression | HGG (GBM) | Biopsy | Tumor cell density | NA | Transfer learning optimizes tumor cell density models with particularly high predictive value in non-enhancing infiltrative tumor region |
| Lundemann et al., 2019 [ | 9 | T1, T1ce, T2, FLAIR, DTI, DCE, FET-/FDG-PET | Binomial logistic regression | HGG (GBM) | Follow-up imaging | Manual delineation | 0.77 | Model provides patient-specific maps of voxel-wise probability of recurrence. |
| Verburg et al., 2020 | 20 | T1, T1ce, T2, DTI, FET-PET | Generalized linear mixed model + Akaike | LGG, HGG | Biopsy | Neuropathologic assessment of presence of tumor | 0.89 enhancing | Voxel-wise prediction model is more accurate to detect glioma infiltration than standard MRI in enhancing gliomas |
| Chang et al., 2017 | 26 | T1, T1ce, FLAIR, DWI | Multivariable logistic regression | HGG (GBM) | Follow-up imaging | Automated segmentation with manually edited delineation | 0.74 | Likelihood of recurrence can be estimated as a function of voxel-wise signal intensity. |
| Chang et al., 2017 | 28 | T1, T1ce, FLAIR, DWI | Multivariable linear regression | HGG | Biopsy | Cell density | NA | Correlation found between voxel-level signal intensity and cell density can provide mapping of intratumoral heterogeneity |
| Durst et al., 2014 | 10 | T1ce, DTI, DSC | Multivariate regression | LGG, HGG | Biopsy | Nuclear density | NA | Multiparametric voxel-based model may be able to more accurately predict infiltrative edge of tumor. |
| Lipkova et al., 2019 | 8 | T1ce, FLAIR, FET-PET | Bayesian machine learning | HGG (GBM) | Follow-up imaging | Manual delineation | NA | Prediction of tumor cell density through multiparametric MRI and computational tumor growth model |
AI: Artificial intelligence, AUC: Area under the curve, DTI: Diffusion Tensor Imaging, DSC: Dynamic Susceptibility Contrast, DCE: Dynamic Contrast Enhanced-MRI, DWI: Diffusion weighted imaging, FET-PET: 18F-fluoro-ethyl-tyrosine PET, FDG-PET: fluorodeoxyglucose-PET, SVM: Support vector machine, DLDA: Diagonal Linear Discriminate Analysis, DQDA: Diagonal Quadratic Discrimate Analysis, CNN: Convoluted neural network, SSL: Semi-Supervised Learning, HGG: High-Grade Glioma, GBM: Glioblastoma, LGG: Low-Grade Glioma, RANO: Response Assessment in Neuro-Oncology, NA: Not available.
QUADAS2. Diagnostic accuracy test on separate validation cohort.
| Study | Patient Selection | Index Test | Reference Standard | Flow and Timing | |||
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| Akbari et al., 2016 | Unclear | Low | Low | Low | High | Low | Low |
| Hu et al., 2015 | Unclear | Low | Low | Low | Low | Low | Low |
| Rathore et al., 2018 | Unclear | Low | Low | Low | High | Low | Low |
| Yan et al., 2020 | Unclear | Low | Low | Low | Low | Low | Low |
RoB: Risk of Bias, CrA: Concerns for applicability.
QUADAS2. Diagnostic accuracy test by cross-validation.
| Study | Patient Selection | Index Test | Reference Standard | Flow and Timing | |||
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| Anwar et al., 2017 | Unclear | Unclear | Unclear | Low | Low | Low | Low |
| Blumenthal et al., 2017 | Unclear | Low | Unclear | Low | Low | Unclear | Low |
| Gaw et al., 2019 | Unclear | Low | Unclear | Low | Low | Low | Low |
| Hu et al., 2019 | Unclear | Low | Unclear | Low | Low | Low | Low |
| Lundemann et al., 2019 | Unclear | Low | Unclear | Low | Low | Low | Low |
| Verburg et al., 2019 | Low | Low | Unclear | Low | Low | Low | Low |
RoB: Risk of Bias, CrA: Concerns for applicability.
QUADAS2. No independent diagnostic accuracy test of model performance.
| Study | Patient Selection | Index Test | Reference Standard | Flow and Timing | |||
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| Chang et al., 2017 | Unclear | Low | High | Low | Low | Low | Low |
| Chang et al., 2017 | Unclear | Low | High | Low | High | Low | Low |
| Durst et al., 2014 | Low | Low | High | Low | Low | Low | Low |
| Lipkova et al., 2019 | Unclear | Low | High | Low | Unclear | Low | Low |
RoB: Risk of Bias, CrA: Concerns for applicability.
Supplementary extracted data, not crucial to the main table.
| Author | Prediction Region | Derived Parameter Maps | Test of Model Performance | Sensitivity | Specificity | Accuracy | r |
|---|---|---|---|---|---|---|---|
| Akbari et al., 2016 | Peritumoral edema | FA, RAD, AX, AT, rCBV | Independent validation cohort | 91.18% | 93.48% | 91.25% | - |
| Hu et al., 2015 | Peritumoral | rCBV | Independent validation cohort | 100% | 69.2% | 81.8% | - |
| Rathore et al., 2018 | Peritumoral edema | FA, RAD, AX, ADC, rCBV | Independent validation cohort | 97.06% | 76.73% | 89.54% | - |
| Yan et al., 2020 | Peritumoral edema | FA, ADC, rCBV, Cho/NAA | Independent validation cohort | 80% | 97.7% | 78% | - |
| Anwar et al., 2017 | Whole brain | FA, ADC, Cho/NAA | LOOCV | - | - | - | - |
| Blumenthal et al., 2017 | Lesion area | TFCV | 100% | 100% | - | - | |
| Gaw et al., 2019 | Peritumoral | MD, FA, rCBV | LOOCV | - | - | - | 0.838 |
| Hu et al., 2019 | Peritumoral | MD, FA, rCBV | LOOCV | - | - | - | 0.88 |
| Lundemann et al., 2019 | Radiotherapeutic region | MD, FA, F, Vb, Ve, Ki, MTT | LOOCV | - | - | - | - |
| Verburg et al., 2020 | Whole brain | ADC, FA | LOOCV | - | - | - | - |
| Chang et al., 2017 | Peritumoral | ADC | Testing within primary training cohort | - | - | - | - |
| Chang et al., 2017 | Peritumoral | ADC | Correlation | - | - | - | 0.74 |
| Durst et al., 2014 | Peritumoral edema | MD, FA, | Correlation | - | - | - | 0.75 |
| Lipkova et al., 2019 | Peritumoral | - | Visual comparison on independent validation cohort | - | - | - | - |
FA: Fractional anisotropy, RAD: Radial Diffusivity, AX: Axial diffusivity, AT: Axial trace, rCBV: relative Cerebral Blood Volume, ADC: Apparent Diffusion Coefficient, Cho/NNA: Cholin-to-NNA ratio/index, V: Plasma volume, Ktrans: Volume transfer konstant, BAT: Bolus Arrival Time, MD: Mean diffusivity, F: Blood flow, Vb: Intravascular blood volume, Ve: Extra-vascular extra-cellular space volume, Ki: Maps of vascular permeability, MTT: Mean Transit Time, LOOCV: Leave-one-out-cross-validation, TFCV: Two-fold-cross-validation, r: Pearson’s correlation coefficient.