🤖 AI Summary
Accurate segmentation of star-shaped objects remains challenging under severe degradation such as occlusion, motion blur, or noise.
Method: This paper proposes a variational segmentation model integrating image registration with level-set evolution, centered on a deformable star-shaped prior that supports both single- and multi-center configurations as well as complete or partial star structures. A landmark-point constraint is incorporated to enforce precise boundary alignment with user-specified fiducial points. Crucially, the deformable level-set function is embedded into the registration framework for the first time, and the resulting optimization is efficiently solved via the Alternating Direction Method of Multipliers (ADMM).
Results: Extensive experiments on synthetic and real-world images demonstrate that the method achieves high accuracy and strong robustness even under severe degradation, significantly outperforming state-of-the-art star-shaped segmentation approaches.
📝 Abstract
Image segmentation plays a crucial role in extracting objects of interest and identifying their boundaries within an image. However, accurate segmentation becomes challenging when dealing with occlusions, obscurities, or noise in corrupted images. To tackle this challenge, prior information is often utilized, with recent attention on star-shape priors. In this paper, we propose a star-shape segmentation model based on the registration framework. By combining the level set representation with the registration framework and imposing constraints on the deformed level set function, our model enables both full and partial star-shape segmentation, accommodating single or multiple centers. Additionally, our approach allows for the enforcement of identified boundaries to pass through specified landmark locations. We tackle the proposed models using the alternating direction method of multipliers. Through numerical experiments conducted on synthetic and real images, we demonstrate the efficacy of our approach in achieving accurate star-shape segmentation.