Abstract:
Compressed sensing magnetic resonance imaging (CS-MRI) can quickly reconstruct magnetic resonance (MR) images from undersampled k-space measurements, thereby accelerating...Show MoreMetadata
Abstract:
Compressed sensing magnetic resonance imaging (CS-MRI) can quickly reconstruct magnetic resonance (MR) images from undersampled k-space measurements, thereby accelerating MRI reconstruction. However, existing CS-MRI methods suffer from insufficient information interaction and an inability to adequately capture image features during the iterative reconstruction process, resulting in the reconstructed images having room for improvement in detail. Inspired by the accelerated proximal gradient (APG) algorithm, we propose an APG optimization-induced deep multiscale attention network, called APG-Net, for accelerating MRI reconstruction from k-space measurements. APG-Net transforms the traditional APG algorithm into a learnable network structure while introducing efficient feature extraction modules to effectively capture the features of the k-space data, resulting in high-quality MR image reconstruction. Specifically, it unrolls the iterative steps of the APG algorithm into a cascade block of fixed reconstruction phases, which include the iterative unfolding module (IUM) and multiscale dual-attention block (MDAB). The proposed IUM enhances feature fusion by leveraging information interaction between iterative phases. Moreover, the customized MDAB is utilized to extract multiscale feature information from the k-space measurements while enhancing attention to spatial and channel-related features in both dimensions, effectively boosting feature extraction capability. Extensive experiments demonstrate that our proposed APG-Net achieves remarkable performance on MRI reconstruction tasks in contrast to state-of-the-art methods. Our code is available at APG-Net.
Published in: IEEE Transactions on Instrumentation and Measurement ( Volume: 74)
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- IEEE Keywords
- Index Terms
- Magnetic Resonance Imaging ,
- Magnetic Resonance Imaging Reconstruction ,
- Undersampled Measurements ,
- Accelerated Proximal Gradient ,
- K-space Measurements ,
- Multiscale Attention Network ,
- Undersampled K-space Measurements ,
- Deep Network ,
- Iterative Process ,
- Feature Information ,
- Image Reconstruction ,
- High-quality Images ,
- Steps Of Algorithm ,
- Iteration Step ,
- Multi-scale Features ,
- Multi-scale Network ,
- Feature Extraction Capability ,
- Phase Reconstruction ,
- Iterative Phase ,
- High-quality Reconstruction ,
- Peak Signal-to-noise Ratio ,
- Percentage Gain ,
- Iterative Stages ,
- Spatial Attention Mechanism ,
- Residual Block ,
- Convolution Operation ,
- Root Mean Square Error ,
- Brain Dataset ,
- Convolution Kernel ,
- Low Sampling Rate
- Author Keywords
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Magnetic Resonance Imaging ,
- Magnetic Resonance Imaging Reconstruction ,
- Undersampled Measurements ,
- Accelerated Proximal Gradient ,
- K-space Measurements ,
- Multiscale Attention Network ,
- Undersampled K-space Measurements ,
- Deep Network ,
- Iterative Process ,
- Feature Information ,
- Image Reconstruction ,
- High-quality Images ,
- Steps Of Algorithm ,
- Iteration Step ,
- Multi-scale Features ,
- Multi-scale Network ,
- Feature Extraction Capability ,
- Phase Reconstruction ,
- Iterative Phase ,
- High-quality Reconstruction ,
- Peak Signal-to-noise Ratio ,
- Percentage Gain ,
- Iterative Stages ,
- Spatial Attention Mechanism ,
- Residual Block ,
- Convolution Operation ,
- Root Mean Square Error ,
- Brain Dataset ,
- Convolution Kernel ,
- Low Sampling Rate
- Author Keywords