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With increasing complexity of remote sensing data, there is growing demand for more accurate and efficient techniques; thus, this forms a big challenge for conventional deep learning-based models. Most of the traditional segmentation models face some of the crucial problems such as high computational costs, slow processing times, and limited processing accuracy due to diversified and complex image features . Such a defect usually performs badly while pursuing real-time performance and maintaining high quality in practical applications. This paper will be focused on such challenges by proposing a new YOLOv8-based instantaneous image segmentation model. The proposed model leverages the latest novelty in the YOLO architecture to optimize the same for both speed and accuracy on remote sensing image segmentation tasks . Contrary to existing models with potential trade-offs between model accuracy and computational efficiency, in this paper, an approach has been presented to utilize a YOLOv8-based model to achieve superior segmentation performance with considerably reduced processing times. This work contributes by developing a real-time, high-performance segmentation model that can handle the geometric complexity in image data with accuracy; thus, such a model fits into time-sensitive applications like satellite imagery analysis and emergency response. The model was evaluated against the WHDLD dataset-a general benchmark for the task of remote sensing image segmentation. Experimental results have been presented for the proposed model, which has improved accuracy, precision, recall, and IoU compared to traditional segmentation methods . In addition, the results provide a decent improvement in processing time, by which the proposed network makes faster predictions than traditional methods. The key findings of the study are that the YOLOv8 model has great potential in advancing remote sensing image segmentation toward a solid solution that can balance between computational efficiency and high-quality segmentation in real-time applications.
Silpalatha et al. (Wed,) studied this question.
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