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Recovery of the spatially-variant deformations in dual-panel PET reconstructions using deep-learning
Juhi Raj1, Maël Millardet1, Srilalan Krishnamoorthy1
1Department of Radiology, University of Pennsylvania, Philadelphia 19104, United States of America.
Physics in Medicine and Biology
|February 8, 2024
Summary
Deep learning (DL) networks effectively correct spatial deformations in dual-panel PET imaging. This approach significantly enhances quantitative performance for both small and large objects in Breast-PET systems.
Area of Science:
- Medical Imaging
- Nuclear Medicine
- Image Reconstruction
Background:
- Dual-panel PET scanners, like Breast-PET, produce spatially variant image deformations due to limited-angle data and depth-of-interaction effects.
- Previous work utilized time-of-flight (TOF) and point-spread function (PSF) models to mitigate these deformations, improving small lesion quantification but limited for larger objects.
Purpose of the Study:
- To investigate the efficacy of deep learning (DL) networks in correcting severe, spatially-variant image deformations in dual-panel PET systems.
- To assess DL's ability to improve quantitative performance in the presence of limited-angle reconstruction artifacts.
Main Methods:
- Simulated PSF deformations in a generic dual-panel PET system's image space.
- Trained DL networks on simulated data with ground truth, then tested on simulated and acquired dual-panel Breast-PET phantom data.
- Utilized DIRECT-RAMLA reconstructions as input for the DL network on both synthetic and real B-PET data.
Main Results:
- DL networks demonstrated a significant capacity to eliminate image deformations inherent in limited-angle PET systems.
- The deep learning approach substantially improved the quantitative accuracy of reconstructed images.
Conclusions:
- Deep learning offers a powerful solution for correcting complex image deformations in dual-panel PET imaging.
- DL-based methods can significantly enhance the quantitative performance of Breast-PET scanners, overcoming limitations of traditional PSF modeling.

