Key research themes
1. How can computational models and mixing rules improve scatter correction for heterogeneous and complex particles in imaging?
This theme investigates the development and validation of computational approaches, including effective medium approximations and discrete dipole methods, for accurately modelling and correcting scatter from heterogeneous, irregularly shaped particles. Accurate scatter correction is essential in remote sensing and medical imaging modalities to improve image quality and interpretability when dealing with complex heterogeneous media like aerosols or breast tissue.
2. What are the effective methodological strategies for scatter correction in projection and computed tomography imaging systems to optimize image quality and dose?
This theme covers advances in scatter correction techniques spanning post-processing algorithms, physical hardware methods, and hybrid approaches in various X-ray imaging contexts including portable chest radiography, mammography, and cone beam CT. It emphasizes practical solutions and trade-offs between image quality improvement, radiation dose, computational efficiency, and clinical feasibility. These insights are vital for designing scatter correction methods that balance accuracy with operational constraints in both clinical and industrial applications.
3. How can advanced computational imaging and machine learning methods enhance scatter correction and structural interpretation in medical imaging modalities?
This theme explores the integration of deep learning, advanced sampling, and multispectral techniques to improve scatter correction, attenuation compensation, and feature extraction in medical imaging. It includes novel direct image correction methods for PET/MRI, optimization techniques in scatter plot visualization for data interpretation, and novel surface approximation and sampling in scattering reconstructions. These approaches represent a paradigm shift from physics-based corrections to data-driven, adaptive methods that promise higher accuracy, computational efficiency, and robustness in clinical workflows.