AI-Driven Microcalcification Detection in Digital Mammography for Early Breast Cancer Diagnosis: A Scoping Review, Challenges, Limitations, and Future Perspectives
Abstract
1. Introduction
Distinction from Prior Reviews
- Comparative analysis of detection methods: A review of DL, ML, and rule-based approaches for the detection of MCs and MCCs, highlighting their performance, limitations, and clinical applicability.
- Explainability in clinical AI systems: An analysis of the role of XAI techniques in enhancing interpretability, radiologists’ trust, and workflow integration in AI-assisted mammography systems.
- Data-centric challenges and solutions: A review of synthetic data generation techniques to mitigate challenges posed by limited, imbalanced, or privacy-constrained datasets, and their impact on model robustness, reduction in dataset bias, and generalizability across heterogeneous clinical settings.
2. Methodology
2.1. Search Strategy
2.2. Selection Process
2.3. Risk of Bias
- Study Design: Retrospective analysis, prospective validation, or comparative bench-marking.
- Data Source: Public versus private datasets; screening versus diagnostic data.
- Validation Strategy: Internal validation (e.g., cross-validation) or external validation on independent datasets.
- Reference Standard: Method used to establish the ground truth (e.g., biopsy confirmation, expert radiologist consensus).
2.4. Data Extraction
- Bibliographic Information: Authors, publication year, and study title.
- Study Characteristics: Primary task (detection, segmentation, classification, or diagnosis), methodological approach, and specific algorithm(s) used.
- Dataset Information: Name and type of dataset(s) used (e.g., INbreast, DDSM), number of images or cases, and key dataset characteristics mentioned.
- Key Findings: Main outcomes, reported performance metrics (e.g., sensitivity, specificity, AUC), and principal conclusions.
- Limitations and Future Work: Challenges, limitations, and suggested future directions reported by the study authors.
2.5. Data Synthesis
- Evolution of Technical Approaches: Charting the progression from visual inspection and rule-based systems to traditional ML and contemporary DL architectures.
- Data Ecosystem and Its Influence: Analyzing the role, characteristics, and reported limitations of datasets used in model development and validation.
- Reported Challenges and Limitations: Synthesizing the technical, clinical, and translational barriers identified across the literature.
- Emerging Trends and Proposed Solutions: Collating future directions and novel approaches proposed by researchers.
2.6. Data Presentation and Summary
- Summary tables (e.g., Table 8) are used to present comparative overviews of key concepts.
- Descriptive statistics (e.g., counts and percentages of studies by methodology type) are provided where they meaningfully illustrate the scope of the evidence.
- The narrative integrates direct findings from the extracted data to describe the state of the field, identify consensus points, and highlight areas of contradiction or evidence gaps.
3. Why MC Detection Remains Challenging: A Clinical Perspective
3.1. Morphological and Distributional Complexity
3.2. Technical Imaging Factors
3.3. Breast Density and Anatomical Overlap
3.4. Human Factors
4. MC Detection Methods
4.1. Visual Inspection
4.2. Rule-Based Systems
4.3. Machine Learning-Based Methods
5. The Role of the Datasets
6. Challenges and Limitations
7. Synthesis of Research Questions
8. Risk of Bias Due to Missing Results
9. Certainty of Evidence and Sensitivity Analyses
10. Future Directions and Conclusions
10.1. Future Directions
10.2. Conclusions
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
Abbreviations
| 3D | Three Dimensional |
| AdaBoost | Adaptive Boosting |
| AI | Artificial Intelligence |
| ANN | Artificial Neural Network |
| AUC | Area Under the Curve |
| BCDR | Breast Cancer Digital Repository |
| BI-RADS | Breast Imaging-Reporting and Data System |
| CAD | Computer-Aided Detection |
| CBIS-DDSM | Curated Breast Imaging Subset of DDSM |
| CC | Craniocaudal |
| cGAN | Conditional Generative Adversarial Networks |
| CNN | Convolutional Neural Network |
| DCIS | Ductal Carcinoma In Situ |
| DDSM | Digital Database for Screening Mammography |
| DICOM | Digital Imaging and Communications in Medicine |
| DL | Deep Learning |
| DT | Decision Tree |
| EMBED | The Emory Breast Imaging Dataset |
| FFDM | Full-Field Digital Mammography |
| FID | Fréchet Inception Distance |
| FN | False Negative |
| FP | False Positive |
| FPR | False Positive Rate |
| FROC | Free-Response Receiver Operating Characteristic |
| GAN | Generative Adversarial Network |
| GLCM | Gray-Level Co-occurrence Matrix |
| GLRLM | Gray-Level Run-Length Matrix |
| Grad-CAM | Gradient-weighted Class Activation Mapping |
| GRADE | Grading of Recommendations Assessment, Development and Evaluation |
| HSAM | Hierarchical Spatial Attention Module |
| IARC | International Agency for Research on Cancer |
| IDC | Invasive Ductal Carcinoma |
| k-NN | k-Nearest Neighbors |
| LRM | Linear Regression Model |
| mAP | Mean Average Precision |
| MC | Microcalcification |
| MCC | Microcalcification Cluster |
| MIAS | Mammographic Image Analysis Society |
| ML | Machine Learning |
| MLO | Mediolateral Oblique |
| MLP | Multilayer Perceptron |
| NN | Neural Networks |
| NB | Naive Bayes |
| PCA | Principal Component Analysis |
| PIQE | Perception-based Image Quality Evaluator |
| PPV | Positive Predictive Value |
| PRISMA | Preferred Reporting Items for Systematic Reviews and Meta-Analyses |
| PRISMA-ScR | Preferred Reporting Items for Systematic Reviews and Meta-Analyses extension for Scoping Reviews |
| PROSPERO | International Prospective Register of Systematic Reviews |
| QUADAS-2 | Quality Assessment of Diagnostic Accuracy Studies (version 2) |
| RF | Random Forest |
| ROC | Receiver Operating Characteristic |
| SFM | Screen-Film Mammography |
| SHAP | SHapley Additive exPlanations |
| SPICE | Setting, Perspective, Intervention, Comparison, Evaluation |
| SSIM | Structural Similarity Index |
| SVM | Support Vector Machine |
| VAE | Variational Autoencoder |
| VQ | Vector Quatization |
| VQ-VAE | Vector-Quantized Variational Autoencoder |
| WT | Wavelet Transform |
| XAI | Explainable Artificial Intelligence |
| XGBoost | eXtreme Gradient Boosting |
| YOLO | You Only Look Once |
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| SPICE Element | Input | Scenario |
|---|---|---|
| S—Setting | Clinical context and primary modality | Early breast cancer detection via mammography. |
| P—Perspective | Research perspective | Researchers and developers. |
| I—Intervention | Deep learning approaches | Development and application of DL models, particularly Convolutional Neural Networks (CNN). |
| C—Comparison | Conventional approaches | Traditional ML methods and rule-based systems. |
| E—Evaluation | Performance metrics | Sensitivity, specificity, generalizability, and the Area Under the Curve (AUC). |
| SPICE Element | Input | Scenario |
|---|---|---|
| S—Setting | Transition from research to clinical practice | Clinical implementation of AI for the detection of MCs and MCCs. |
| P—Perspective | Healthcare stakeholders | Radiologists, hospital administrators, and workflow specialists concerned with clinical integration and usability. |
| I—Intervention | Explainability in DL systems | Integration of explainable AI (XAI) techniques into deep learning models. |
| C—Comparison | Standard DL approaches | Black-box deep learning models versus XAI-enhanced models. |
| E—Evaluation | Human and operational outcomes | Radiologist trust, diagnostic confidence, workflow efficiency, and clinical adoption. |
| SPICE Element | Input | Scenario |
|---|---|---|
| S—Setting | Data-centric challenges in AI | Medical imaging contexts with limited, imbalanced, or privacy-constrained datasets. |
| P—Perspective | Technical perspective | Data scientists and ML researchers focusing on model robustness and generalization. |
| I—Intervention | Synthetic data generation | Use of synthetic data to augment training datasets. |
| C—Comparison | Training strategies | Models trained on real data versus hybrid datasets (real + synthetic). |
| E—Evaluation | Model performance outcomes | Performance, generalizability across different clinical settings, and reduction in dataset bias. |
| Dimension | Qureshi et al. [13] | Bashir and Bhosle [14] | Añez et al. [15] | van Leeuwen et al. [16] | Present Review |
|---|---|---|---|---|---|
| Scope | ML, DL | MC seg. | Pipeline | Clinical | DL vs. ML + XAI + Synthetic |
| AI focus | Broad | MC | Pipeline | None | MC detection |
| PRISMA | Yes | No | Yes | Yes | Yes |
| SPICE/RQs | No | No | No | No | Yes |
| XAI | None | None | Implemented | None | Evidence gap analysis |
| Synthetic data | None | None | None | None | Yes |
| Risk of bias | – | – | PROBAST | QUIPS | Domain-specific |
| N studies integration | 150+ | – | – | Meta | 72 |
| Longitudinal studies | No | No | No | No | Gap identified |
| Component | Details |
|---|---|
| Objective | To identify studies on visual inspection, rule-based systems, and ML/DL methods for MC detection in digital mammography for early breast cancer detection. |
| Databases | Web of Science, Scopus, PubMed, IEEE Xplore, ScienceDirect, SpringerLink, and Google Scholar |
| Timeframe | January 2000 to January 2026 |
| Search Concepts |
|
| Search Terms |
|
| Boolean Logic | (mammogra* OR mammogram* OR “breast imaging”) AND (microcalcif* OR calcif* OR MC OR MCC OR “calcification cluster*”) AND (“visual inspection” OR “rule-based” OR “machine learning” OR “deep learning” OR “artificial intelligence” OR AI OR “computer-aided detection” OR CNN OR SVM OR “random forest”) AND (detect* OR classif* OR diagnos* OR segment*) AND (“explainable AI” OR “XAI” OR “interpretability” OR “synthetic data” OR “data augmentation”) |
| Inclusion Criteria |
|
| Exclusion Criteria |
|
| Additional Search | Manual screening of reference lists (backward snowballing) |
| Component | Details |
|---|---|
| Identification | 366 records identified; 31 duplicates records removed prior to screening |
| Screening Phase 1: Title/Abstract |
|
| Screening Phase 2: Full-Text Assessment |
|
| Final Included Studies |
|
| Contextual References |
|
| Component | Description |
|---|---|
| Contextual documents | 9 |
| Sources | Selected primary and foundational studies from the 72 included articles, along with relevant background papers from the 92 articles excluded during the full-text review. |
| Purpose | Provide clinical and methodological context; support the Section 1, the Factors affecting the MC detection sections, and frame the research problem. Provide definitions, ML/DL mathematics, models, advancements in the classic ML. |
| Method | Paradigm | Feature Dependency | Strengths | Key Limitations |
|---|---|---|---|---|
| Visual Inspection | Human expert analysis. | No explicit feature extraction. | Integrates clinical context; adaptable to complex cases. | Subjective; inter-observer variability; fatigue-related errors. |
| Rule-based Systems | Deterministic/heuristic. | Handcrafted image features. | Interpretable; clinically trans-parent workflow. | Poor generalization; limited adapt-ability to imaging variability. |
| SVM | Classical machine learning. | Strong dependence on engineered features. | Effective in high-dimensional separable spaces. | Sensitive to noise; limited modeling of complex morphology. |
| Random Forest | Ensemble learning. | Moderate feature engineering required. | High accuracy; reduced over-fitting. | Limited interpretability; weaker performance on complex patterns. |
| k-NN | Instance-based learning. | Distance-based feature space dependency. | Simple; effective with well-designed descriptors. | High computational cost; sensitive to dimensionality and irrelevant features. |
| ANNs | Shallow neural learning. | Learned features (limited depth). | Improved adaptability over classical ML. | Overfitting risk; limited robust-ness across imaging domains. |
| Decision Trees | Rule-based learning. | Moderate feature dependence. | Highly interpretable decision paths. | Overfitting; limited scalability to complex imaging data. |
| Naive Bayes | Probabilistic learning. | Strong independence assumption. | Fast; computationally efficient. | Poor modeling of feature correlations in imaging data. |
| XGBoost | Boosted ensemble learning. | Feature-engineered or hybrid features. | High predictive performance; strong non-linear modeling. | Reduced interpretability; sensitive to dataset bias and feature quality. |
| Deep Learning | Representation learning (CNN-based). | Minimal manual feature engineering. | State-of-the-art accuracy; automatic hierarchical feature extraction; strong performance on MC/MCC patterns. | Requires large annotated datasets; domain shift sensitivity; limited interpretability; false positives in dense tissue. |
| Dataset | Size/Patients | Imaging Type | Limitations |
|---|---|---|---|
| MIAS [34] | 322 images/161 patients | SFM (digitized) | Very small scale; outdated screen-film modality; limited annotation precision (approximate lesion centers only); not representative of modern FFDM data. |
| INbreast [101] | 410 images/115 patients | FFDM (70 μm) | Limited dataset size reduces generalization ability; class imbalance; single-center acquisition limits domain diversity. |
| BCDR [102] | Multiple sub-sets | SFM and FFDM | Moderate annotation granularity; variability between film and digital subsets; limited standardization compared to newer datasets. |
| DDSM [50] | ∼2620 cases | SFM (digitized) | Old imaging modality (screen-film); digitization noise; inconsistent annotation quality; requires extensive preprocessing for DL. |
| CBIS-DDSM [103] | Curated subset of DDSM | SFM (digitized) | Still inherits limitations of DDSM; lacks FFDM characteristics; reduced variability due to preprocessing pipeline. |
| MEXBreast [97] | 620 images | Multi-resolution FFDM (50, 70, 100 µm) | Limited public benchmarking adoption; relatively small scale compared to DDSM. |
| Metric | Rule-Based | ML-Based | DL-Based |
|---|---|---|---|
| Sensitivity | 96.5% [46] | 94.4% [55] | 100% [29] |
| Accuracy | 90.16% [55] | 97.31% [62] | 99.71% [11] |
| AUC | 0.9677 [55] | 0.9816 [62] | 0.998 [94] |
| Limitation | Description |
|---|---|
| GAN-Based Arti-facts | Checkerboard artifacts with a high incidence (39–46%). Breast boundary artifacts show the highest incidence (34–53%). Other issues include abnormal nipple-areola appearance and black spots around calcifications and MCCs, particularly in cancer cases (16%). |
| GAN General Limitations | Artifact incidence (69–78%) in normal tissue. Multiple artifacts may appear simultaneously in the same simulated mammogram (38%). This increases the risk of false positives during detection. |
| Data Requirements | Need for large training datasets. Risk of overfitting when data is limited. |
| Interpretability | Limited interpretability of GAN-generated outputs restricts clinical applicability. |
| Three-dimensional Model Limitations | Extensive parameter tuning to model realistically small structures due to voxel size constraints. These methods also require accurate characterization for each imaging system. |
| Hybrid Simulation Framework Limitations | Lesion integration with breast textures is challenging and may incorrectly focus on pectoral muscle or skin folds. Accurate breast masks are required, and generating correlated CC and MLO views remains difficult. |
| Validation and Assessment Limitations | Validation studies are commonly restricted to a limited number of radiologists and datasets. Multi-vendorvalidationisrare, establishingreliablegroundtruthischallenging, andverification using magnification images is often impractical. Validation outcomes may also depend on the observer. |
| General/Other | Some methods are currently limited to simulating single MCs instead of full clusters. |
| Author, Year | Design | Images | Method | Dataset(s) | Key Findings/Metrics |
|---|---|---|---|---|---|
| Yu (2010) [47] | MCs detection | 20 | Rule + ML-based | MIAS | Sensitivity: 94% (FP: 1.0/img) or 90% (FP: 0.65/img). Model-based and statistical textural features improve detection. |
| Halkiotis (2007) [42] | MCCs detection | 53 | ANN + Morphology | MIAS | Sensitivity: 94.7%, FP: 0.27/img. Topographic features improve CAD. |
| Papadopoulos (2008) [37] | MCCs detection | 26 | Rule-based | MIAS + Private | AZ = 0.932. WT enhancement and LRM improve CAD. |
| Malar et al. (2012) [45] | MCs detection/classif. | 400 | Extreme Learning Machine | DoD BCRP | Accuracy: 94%. Wavelet features outperform other texture features. |
| Mohanalin (2014) [46] | MCs detection | 247 | WT + Thresholding | MIAS + UCSF | FROC: Sensitivity 96.5%, FP: 0.36/img. Entropy-based thresholding improves accuracy. |
| Ge (2007) [44] | MCCs detection | 192 | Rule + Classifier + CNN | Private | FFDM sensitivity: 70%, 80%, 90% (FP: 0.07, 0.16, 0.63/img). SFM FP: 0.15, 0.38, 2.02/img. FFDM outperforms SFM. |
| Ciecholewski (2017) [36] | MCs detect. + seg. | 200 | Rule-based | MIAS + DDSM | Similarity: 80.5%, Overlap: 75.7%, Extra: 19.8%. Runtime: 0.83 s/ROI. Fast automated method. |
| Alasadi (2017) [35] | MCs detection | 66 | Rule-based | MIAS | Sensitivity: 93.1%, FP: 10%. Image enhancement improves detection but variability remains. |
| Linguraru et al. (2006) [43] | MCs detection | 83 | Biologically inspired | DDSM | Sensitivity: 100%, FP: ∼2/img. Method is robust and reproducible. |
| Bajcsi (2021) [51] | Early breast cancer detection | 322 | k-means, GLRLM, PCA, GA, DT, RF | MIAS | GLRLM features (45°, 90°) best. PCA outperformed GA. RF achieved 100% training and 70% test accuracy. |
| Zhang (2012) [55] | MCCs detection | 267 | TWSVM + subspace learning | DDSM | Accuracy: 90.16%, Sensitivity: 94.42%, FPR: 8.32% ± 1.04, AUC: 0.9677. |
| Khehra (2016) [54] | MCCs classification | 200 | MLFFBP-ANN, SMO-SVM | Private | SMO-SVM best with 90.16% accuracy. Linear SVM effective for MCC classification. |
| Aziz (2024) [64] | Calcifications classification | 30 | RF, SVM, k-NN | Private | RF achieved ∼97% accuracy, outperforming k-NN. Further improvements needed for clinical-grade performance. |
| Miron (2022) [65] | Placental MCs detection | 150 | k-NN, SVM | Private (placenta) | k-NN: 84.01% accuracy; SVM: 76%. Results improve detectability of placental MCs in clinical data. |
| Menon (2024) [59] | MCs detection | 2500 | AlexNet, SVM, DT, k-NN, NB | CBIS-DDSM, BCDR | SVM best among classical ML models. AlexNet achieved superior overall performance. |
| Liang (2022) [68] | MCs classification | 5476 | XGBoost | Private | Accuracy: 90.24%, AUC: 0.89. XGBoost outperformed several ML models. Feature engineering was critical. |
| Diaz (2014) [58] | MCs classification | 200 | SVM | Digitized mammograms | Best model: Gaussian SVM. Sensitivity: 84.0% (glandular), 87.1% (dense), 88.7% (fatty). Overall sensitivity 85.9%. |
| Prinzi (2024) [61] | MCs detect. + classif. | 758 | ML + Radiomics | Private | Best model: XGBoost. AUC: 0.83 (healthy), 0.856 (benign), 0.876 (malignant). Features align with prior clinical findings. |
| Fanizzi (2020) [62] | Classification | 260 ROIs | Rule-based | BCDR | AUC: 0.9816, Accuracy: 97.31%, Specificity: 100%. Strong discrimination with minimal features. Significant improvement (p ≤ 0.01). |
| Suhail (2018) [63] | MCCs classification | 288 ROIs | DT + classifier | DDSM | Accuracy: 91%. |
| Stelzer (2020) [128] | MCs classification | 235 | ML + texture analysis | Private | Combined texture analysis and ML effectively distinguish benign vs. malignant MCs. |
| Author, Year | Design | Images | Method | Dataset(s) | Key Findings/Metrics |
|---|---|---|---|---|---|
| Oliver (2012) [129] | MCs and MCCs detection | 602 | Dictionary-based | MIAS + Private | Sensitivity: 80% at 1 FP cluster/image (ROC and FROC analysis). |
| Quintanilla (2010) [130] | MCs detection | 100 | Enhancement + k-means | Private | Accuracy: 97.72%, Sensitivity: 98%, Specificity: 99.67%, AUC: 0.9875. |
| Brahimetaj (2022) [131] | Early MCs detection | 450 | RF, SVM, MLP, AdaBoost | Private | Random Forest performed best. Accuracy 77.03%, sensitivity 60.46%, specificity 89.77%, F1 76.35%, AUC 0.801. |
| Mahmood (2021) [99] | MCs detection + diagnosis | 322 | ML + radiomics | MIAS | AUC 0.90, sensitivity 98%, accuracy 98%. Improves diagnostic efficiency. |
| Fadil (2020) [9] | MCs classification | 966 | DWT + Random Forest | Private | Sensitivity 93%, specificity 97%, accuracy 95%, AUC 0.92. |
| Author, Year | Design | Images | Method | Dataset(s) | Key Findings/Metrics |
|---|---|---|---|---|---|
| Pesapane (2023) [69] | Detection + classification | 1986 | AlexNet, ResNet18/34 | Private | AlexNet performed best. Detection: sensitivity 98%, specificity 89%, AUC 0.98. Classification: sensitivity 85%, AUC 0.94. |
| Kang (2021) [79] | MCs classification | 1579 | ResNet | Private | Accuracy 81.54%, specificity 91.41%, PPV 81.82%. |
| Luna (2025) [11] | MCCs classification | 12,000 patches | CNN | INbreast | Accuracy 99.71% with compact model (29 k parameters). |
| Teoh (2024) [80] | MCs classification | 1500 | DL ensemble | CBIS-DDSM | Ensemble confidence: 0.9305 for MCs and 0.8859 for normal cases. |
| Honjo (2022) [83] | Image quality evaluation | 136 | DL enhancement | Private | Super-resolution mammograms significantly improved quality (PIQE, p < 0.001). |
| Wang (2017) [86] | MCCs detection | 2000 | Deep CNN | DDSM | AUC 0.971 (CNN classifier) vs. 0.944 (MC detector). Global features improve discrimination of clustered MCs. |
| Cai (2019) [87] | MCs diagnosis | 990 | CNN + SVM | Private | Precision 89.32%, sensitivity 86.89%. Deep features outperform handcrafted features. |
| Schönenberger (2021) [132] | BI-RADS classification | 268 | CNN | Private | CNNs effectively classify MCs according to BI-RADS, supporting standardized diagnosis. |
| Leong (2022) [100] | MCs detection | 322 | ResNet50 | CBIS-DDSM | Accuracy: ResNet50 97.58%, ResNet34 97.35%, VGG16 96.97%, AlexNet 83.06%. |
| Gerbesi (2023) [89] | MCs detection + classification | 1000 | DeepMiCa | Private | Automated pipeline improves detection and classification, supporting clinical decision-making and reducing unnecessary biopsies. |
| Kumar (2022) [73] | MCs classification | 1547 | CNN | CBIS-DDSM | Best accuracy 94%, sensitivity 97%, AUC 0.96 using AdaDelta optimizer. |
| Yurdusev (2023) [76] | MCs detection + classification | 500 | DL | DDSM | Accuracy 97.67%, outperforming baseline and Faster R-CNN. |
| Zhang (2019) [90] | Multi-scale detection | 450 | DL | MIAS | Accuracy 97.16%. Improves small-target detection by 5–10%. |
| Kallenberg (2016) [133] | Feature learning | 500 | Convolutional sparse autoencoder | Private | Learns discriminative features without prior assumptions; supports risk scoring. |
| Ayyadurai (2024) [134] | MCs and mass detection | 400 | ML + DL | Private | Accuracy, precision, recall, and F1-score all approximately 99%. |
| Author, Year | Design | Images | Method | Dataset(s) | Key Findings/Metrics |
|---|---|---|---|---|---|
| Hernández (2025) [10] | MCs detection + classification | 1284 | CNN + GLCM + Gabor | Multiple | Localization accuracy 73.0%, classification accuracy 73.0%. Moderate performance across metrics. |
| Rehman (2025) [96] | Mammogram classification | 80 | VGG16 | PINIM, DDSM | PINIM accuracy 96%, DDSM accuracy 95%. High sensitivity and precision across datasets. |
| Abdulqader (2025) [111] | Image synthesis comparison | 80 | Pix2Pix, SPADE GAN, WGAN | ACDC, CHAOS | SPADE GAN achieved best results: PSNR 36 dB, SSIM > 0.97, Dice 0.94, FID < 0.01. |
| Luna (2025) [81] | MCCs detection (transfer learning) | 620 | CNN | MEXbreast | Accuracy: 98.32%, 99.27%, and 89.17% for 50, 70, and 100 μm resolutions. |
| Suzuki (2017) [135] | Overview | N/A | DL | Multiple | Overview of deep learning methods and their mathematical foundations in medical imaging. |
| Wang (2016) [98] | MCs/masses discrimination | 1000 | DL | Private | Accuracy: 87.3% for MCs, 61.3% for masses, 89.7% for combined MCs, 84.8% overall. Combined analysis improves performance. |
| Hsu (2025) [84] | MCs detection + segmentation | 150 | U-Net, V-Net | Private | U-Net outperforms V-Net. Accuracy up to 85% with preprocessing. |
| Oyelade (2022) [136] | Dataset augmentation | 2781 | GAN | MIAS | Synthetic ROIs improve dataset quality and enhance DL model performance for breast cancer detection. |
| Joseph (2024) [137] | Dataset balancing | 322 | cGAN | MIAS | Class imbalance negatively affects DL performance in MC detection and classification tasks. |
| Singla (2025) [92] | Synthetic data comparison | 262,599 | VQ-VAE, GAN | MIAS | High-quality synthetic data improves model performance and reliability in medical imaging. |
| Biju (2024) [110] | Image synthesis | 60,000 | GAN | CelebA, CIFAR-10 | Inception Score: 9.69 (CelebA), 10.79 (CIFAR-10). FID: 7.91 (CelebA). Improved stability and image quality with improved loss function. |
| Shia (2024) [138] | MCs detection | 11,303 | YOLOv8 | Private | Accuracy 84.2%, F1-score 0.82, mAP 70.9%, recall 79.6%. Strong localization performance. |
| Shia (2025) [95] | MCs classification | 3674 | EfficientNet, ResNet | Private (BI-RADS 1–2,5–6) | EfficientNet models significantly outperformed ResNet architectures (p < 0.05). Best model: EfficientNet-B3 with accuracy 86.9%, AUC 0.998, weighted F1-score 0.869. No significant differences among EfficientNet variants. EfficientNet-B0 achieved comparable performance with faster inference time. Five-fold cross-validation used. |
| Wenjie (2025) [93] | DCIS vs. IDC classification | 294 cases | ResNet101 | Private | AUC 97%, accuracy 93%, sensitivity 94%, specificity 92%. Combined model outperforms individual approaches. |
| Ayşe (2023) [76] | MCs detection + classification | 500 | R-CNN, YOLOv4 | DDSM | Difference filters improve MC visibility and detection performance. |
| Liwen (2024) [122] | MCs classification | 428 | ResNet18, DenseNet121 | Private | Outperforms standalone CNN models. Grad-CAM improves interpretability and localization. |
| Banteng (2026) [77] | MCs detection + segmentation | 1500 | YOLOv7 | VinDr-Mammo + Private | Dice: 89.19 ± 0.26%, 88.76 ± 0.32%. Boundary loss improves segmentation accuracy and reduces manual intervention. |
| Ke (2024) [82] | MCCs segmentation | 500 | Swin Transformer | FFDM-DBT, CBIS-DDSM | DSC: 86.52% (DBT), 50.78% (FFDM). Strong cross-domain segmentation performance. |
| Elumalai (2026) [70] | MCs classification | N/A | ViT | CBIS-DDSM | Dual-branch Vision Transformer effectively integrates complementary feature representations for MCs classification. Achieved accuracy 96.80%, AUC 0.982. Demonstrates improved feature fusion capability for subtle MC patterns. |
| Author, Year | Design | Images | Method | Dataset(s) | Key Findings/Metrics |
|---|---|---|---|---|---|
| Al-Qdah (2005) [38] | MCCs detection | 25 | CAD system | Private (3 demographic groups) | Accuracy: 87%, 88%, 90%. Wavelet-based detection is generally effective, but dense breast tissue remains challenging. |
| Arodź (2006) [39] | MCCs detection | 50 | db4 Wavelet Transform | Private | Detection improvement: 3.9 and 2.8 (radiologist assessment). Wavelet transform-based CAD enhances MC detection in small-field mammograms. |
| Destounis (2004) [40] | CAD evaluation (FN reduction) | 318 | CAD + Double reading | Screening population | False negatives reduced from 31% to 19%. CAD improves detection of missed cancers. |
| Karale et al. (2019) [29] | MCCs detection | 180 | Multistage CAD | DDSM + INbreast + PGIMER-IITKGP | Two-dimensional NEO method shows superior sensitivity and false-positive performance, especially on PGIMER-IITKGP dataset. |
| Songyang (2000) [139] | MCCs detection | 20 | CAD system | Nijmegen | Sensitivity 90%, false positives 0.5 per image. Further validation with larger datasets is required. |
| Hayat (2014) [56] | MCs detection | 181 | CAD system (k-NN, SVM, ANN) | MIAS | SVM achieved the best performance with 83% accuracy, improving diagnostic performance. |
| Mabrouk (2019) [140] | CAD framework | 181 | ML-based CAD | MIAS | Accuracy 96% (integrated features) and 97% (invariant moments with ANN). |
| Shiri (2022) [141] | MCs detection | 815 | DL-based CAD | Private | Accuracy 96.7%, sensitivity 96.7%, specificity 96.7%, AUC 0.988. |
| Loizidou (2020) [96] | MCs detection + classification | 320 | SVM-based CAD | Private | Accuracy improved from 91.42% to 99.55% using temporal subtraction (p < 0.005). |
| Rehman (2021) [74] | MCs detection | 6453 | FC-DSCNN CAD | DDSM, PINUM | Detection score up to 0.97. True positive rate 0.99 (2.45 false positives per image). Strong performance but sensitive to preprocessing quality. |
| Savelli (2020) [60] | Thesis | 500 | DL-based CAD | Private | PhD thesis on deep learning-based CAD systems. |
| Sarvestani (2023) [85] | Image enhancement | 250 | ML-based CAD | DDSM | Sensitivity 95.7%, specificity 91.5%, precision 89.3%, accuracy 93%. |
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Ochoa Domínguez, H.d.J.; Luna Lozoya, R.S.; Cruz Sánchez, V.G.; Vergara Villegas, O.O.; Sossa Azuela, J.H.; Santiago Ramirez, E. AI-Driven Microcalcification Detection in Digital Mammography for Early Breast Cancer Diagnosis: A Scoping Review, Challenges, Limitations, and Future Perspectives. Mathematics 2026, 14, 2367. https://doi.org/10.3390/math14132367
Ochoa Domínguez HdJ, Luna Lozoya RS, Cruz Sánchez VG, Vergara Villegas OO, Sossa Azuela JH, Santiago Ramirez E. AI-Driven Microcalcification Detection in Digital Mammography for Early Breast Cancer Diagnosis: A Scoping Review, Challenges, Limitations, and Future Perspectives. Mathematics. 2026; 14(13):2367. https://doi.org/10.3390/math14132367
Chicago/Turabian StyleOchoa Domínguez, Humberto de Jesús, Ricardo Salvador Luna Lozoya, Vianey Guadalupe Cruz Sánchez, Osslan Osiris Vergara Villegas, Juan Humberto Sossa Azuela, and Everardo Santiago Ramirez. 2026. "AI-Driven Microcalcification Detection in Digital Mammography for Early Breast Cancer Diagnosis: A Scoping Review, Challenges, Limitations, and Future Perspectives" Mathematics 14, no. 13: 2367. https://doi.org/10.3390/math14132367
APA StyleOchoa Domínguez, H. d. J., Luna Lozoya, R. S., Cruz Sánchez, V. G., Vergara Villegas, O. O., Sossa Azuela, J. H., & Santiago Ramirez, E. (2026). AI-Driven Microcalcification Detection in Digital Mammography for Early Breast Cancer Diagnosis: A Scoping Review, Challenges, Limitations, and Future Perspectives. Mathematics, 14(13), 2367. https://doi.org/10.3390/math14132367

