HYBRID GANNET-PARTICLE SWARM OPTIMIZATION ENHANCED DENSENET WITH CATA-NET WEIGHTS FOR EARLY CATARACT DIAGNOSIS FROM SLIT-LAMP EYE IMAGES
Published 2026 - 30th ESCRS Winter Meeting
Reference: FP01.15 | Type: Free Paper | DOI: 10.82333/80nx-gz94
Authors: Khan Ahmad Muhammad* 1 , Ding Lin 2
1Refractive Surgery,AIER Hospital Group,Changsha,China;Cataract,AIER EYE Hospital Grouo,Changsha,China, 2Cataract,AIER Hospital Group,Changsha,China
Purpose
To develop an early and accurate cataract diagnosis system to prevent vision loss and enable timely surgical intervention, particularly in underserved clinical settings.
Setting
The study introduces a new ophthalmic dataset, CATA-NET, consisting of 1,480 expert-annotated slit-lamp eye images classified into four categories: Normal, Mild, Moderate, and Severe cataract. This dataset is used to enhance the specificity of deep learning models for ocular features.
Methods
We propose a novel deep learning framework, GPSO-DenseNet, which integrates DenseNet121 with a hybrid metaheuristic optimization algorithm combining Gannet Foraging and Particle Swarm Optimization (GPSO). The model utilizes CATA-NET weights, pre-trained on this dataset, to replace generic ImageNet parameters. GPSO jointly tunes hyperparameters (learning rate, batch size) and refines feature extractor weights via adaptive exploration-exploitation strategies. An attention-guided reduction block is embedded within the architecture to preserve spatial information and mitigate gradient vanishing. Comprehensive evaluation techniques, including cross-validation, confusion matrix analysis, Grad-CAM visualization, and ablation studies, are used.
Results
The GPSO-DenseNet model achieved 93.2% accuracy, 0.91 F1-score, and 0.92 recall, outperforming ResNet50, MobileNetV3, and VGG16 by a significant margin.
Conclusion
The results demonstrate that hybrid optimization and domain-specific pretraining enhance cataract classification accuracy, offering an interpretable, accurate, and scalable solution suitable for teleophthalmology and resource-limited environments.