Magnetic Resonance-Guided Cancer Therapy Radiomics and Machine Learning Models for Response Prediction
Abstract
:1. Introduction
2. Radiomics Workflow
2.1. Feature Selection Techniques
2.2. Machine Learning Models for Response Prediction
3. MRI Radiomics Models for Response Prediction
3.1. Literature Review
3.2. Overview of MRI Radiomics Models for Response Prediction
3.2.1. Brain Cancer
3.2.2. Nasopharyngeal Carcinoma
3.2.3. Liver Cancer
3.2.4. Breast Cancer
3.2.5. Other Cancer Sites
4. Magnetic Resonance for Image-Guided Radiotherapy
Delta Radiomics and MRgRT Radiomics Models for Response Predictions
5. Quality of Radiomics Model
Effect of Magnetic Field on Radiomics Features
6. Discussion
7. Conclusions
Supplementary Materials
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
Abbreviations
AUC | Area Under receiver operating Curve |
ADC | Apparent Diffusion Coefficient |
iAUC | incremental Area Under the Curve |
CE-T1WI | Contrast Enhanced T1-weighted image |
DCE | Dynamic Contrast Enhanced |
DWI | Diffusion Weighted Image |
DT | Decision Trees |
GLCM | Gray Level Co-occurrence Matrix |
GLDM | Gray Level Difference Matrix |
GLSZM | Gray Level Zone Matrix |
GLSZM | Gray Level Size Zone Matrix |
GLZLM | Gray Level Zone Length Matrix |
GLRLM | Gray Level Run Length Matrix |
HR | Hazard Ratio |
NTZ | Nitazoxanide |
ICC | Intraclass Correlation Coefficient |
IMRT | Intensity Modulated Radiation Therapy |
KNN | K Nearest Neighbor |
LASSO | Least Absolute Shrinkage and Selection Operator |
LC | Local Control |
LF | Local Failure |
LR | Logistic Regression |
MRI | Magnetic Resonance Imaging |
mRMR | maximum Relevance Minimum Redundancy |
MI | Mutual Information |
NB | Naïve Bayes |
NGTDM | Neighborhood Gray Tone Difference Matrix |
OS | Overall Survival |
PCC | Pearson Correlation Coefficient |
PFS | Progression-Free Survival |
RF | Random Forest |
ROC | Receivers Operating Curve |
SVM | Support Vector Machine |
T1WI | T1-Weighted Image |
T2WI | T2-Weighted Image |
wavelet-H | High pass filter |
wavelet-L | Low pass filter |
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High-Field Design | Low-Field Design | |
---|---|---|
Radiation source | 7 MV Flattening Filter Free. | 6 MV Flattening Filter Free |
Magnetic field strength | 1.5 T | 0.35 T |
Magnet orientation | Closed superconducting. The radiation beam is perpendicular to the magnetic field, Bo. | Split superconducting. The radiation beam is perpendicular to the magnetic field, Bo. |
Linac in the MRI Environment | ||
RF power source (Magnetron) in B-field | Magnetron rotates with the linac and is positioned to sit in the low-magnetic-field region. | |
Waveguide design | Short waveguide design with no bending magnet. | |
The angle of radiation delivery without significant beam perturbation | Accelerate through cryostat. The exclusion zone depends on the target location to guarantee that no portion of the beam penetrates via the cryostat pipe. | There is no full gantry motion. It cannot rotate between 30° and 33°. |
Motors—collimator, MLC, gantry, Couch in B-field | The superconducting coil’s arrangement is adjusted to create a low-intensity toroidal magnetic field, ensuring the optimal positioning of the most sensitive linac component. | The linac-sensitive components are isolated on a gantry ring and housed within shielded cylindrical baskets. |
MRI Scanner in the Linac Environment | ||
Effect of RF power source and motors on image noise | Use of a Faraday cage to separate the electrically noisy components from the MRI environment. | A radiofrequency cage around the linac and MRI components individually. |
Effect of gantry rotation, moving jaws, and MLC on Bo homogeneity | Passive shimming. Active shimming. | Gantry angle-specific active shimming. |
First Author | Cancer Site | No of Centers | Sample Size | Treatment Modality | Outcomes | MRI-Linac (Magnetic Field) | Radiomics/Delta Features Extracted | Features Used in Modeling | Prediction Model Assessment | Model Evaluation Results |
---|---|---|---|---|---|---|---|---|---|---|
Boldrini et al., 2021 [51,52] | Rectal Cancer | 3 | 59 Training = 16 Testing = 43 | Neoadjuvant radiochemotherapy | Clinical complete response, nCR Partial response, pCR | 0.35 T MRI-Linac TRUFI sequence | 318 features Delta features = ratio of features at BED = 26.8 Gy to the simulation fraction. | ΔGray level non-uniformity, Δglnu ΔLeast axis length, ΔLleast | ROC curve analysis Youden Index | Training Data ΔLLeast AUC = 0.82 for cCR and 0.93 for pCR Δglnu AUC = 0.72 for cCR and 0.54 for pCR External Validation ΔLLeast = 0.81 for cCR and 0.71 for pCR Δglnu = 0.63 for cCR and 0.40 for pCR |
Cusumano et al., 2021 [50] | Pancreatic Cancer | 2 | 35 | MRgRT | One-year local control | 0.35 T MRI-Linac TRUFI Sequence | 644 features | Most significant feature GLCM variation of cluster shade (p-value = 0.005) | ROC curve analysis | Cross-validation AUC = 0.79 (95% CI = 0.62–0.97) |
Tomaszewski et al., 2021 [49] | Pancreatic Cancer | 1 | 26 | MRgRT | PFS | 0.35 T MRI-Linac TRUFI Sequence | 73 features Delta features = F5/F1 | Histogram Skewness (Hazard Ratio 2.75 (1.36–5.56) p = 0.038 | ||
Wu et al., 2023 [53] | Rectal Cancer | 1 | 28 | MRgRT | Pathological Complete Response, pCR Clinical Complete Response, cCR | 1.5 T MRI-Linac | 2324 features Delta features ΔFi = Fi/F1 Fi = features from MRI of ith fraction | Clinical: N-stage Radiomics: F1_GLZM Zone Entropy Delta Radiomics: ΔF2_GLSZM_Gray-level_variance, ΔF2_GLSZM_High_gray_level_zone_emphasis, ΔF2_GLSZM_Small_area_high_gray_level_emphasis, ΔF2_First_order_Range, ΔF2_GLSZM_gray_level_nonuniformity. | Rad Score LASSO Regression | These features significantly discriminate between pCR and non-pCR patients (p < 0.05) |
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Fajemisin, J.A.; Gonzalez, G.; Rosenberg, S.A.; Ullah, G.; Redler, G.; Latifi, K.; Moros, E.G.; El Naqa, I. Magnetic Resonance-Guided Cancer Therapy Radiomics and Machine Learning Models for Response Prediction. Tomography 2024, 10, 1439-1454. https://doi.org/10.3390/tomography10090107
Fajemisin JA, Gonzalez G, Rosenberg SA, Ullah G, Redler G, Latifi K, Moros EG, El Naqa I. Magnetic Resonance-Guided Cancer Therapy Radiomics and Machine Learning Models for Response Prediction. Tomography. 2024; 10(9):1439-1454. https://doi.org/10.3390/tomography10090107
Chicago/Turabian StyleFajemisin, Jesutofunmi Ayo, Glebys Gonzalez, Stephen A. Rosenberg, Ghanim Ullah, Gage Redler, Kujtim Latifi, Eduardo G. Moros, and Issam El Naqa. 2024. "Magnetic Resonance-Guided Cancer Therapy Radiomics and Machine Learning Models for Response Prediction" Tomography 10, no. 9: 1439-1454. https://doi.org/10.3390/tomography10090107
APA StyleFajemisin, J. A., Gonzalez, G., Rosenberg, S. A., Ullah, G., Redler, G., Latifi, K., Moros, E. G., & El Naqa, I. (2024). Magnetic Resonance-Guided Cancer Therapy Radiomics and Machine Learning Models for Response Prediction. Tomography, 10(9), 1439-1454. https://doi.org/10.3390/tomography10090107