paper-with-me

홈 › Papers

DONet: Dual-Octave Network for Fast MR Image Reconstruction

2021-05-12 · Chun-Mei Feng, Zhanyuan Yang, Huazhu Fu, Yong Xu, Jian Yang, Ling Shao

Magnetic resonance (MR) image acquisition is an inherently prolonged process, whose acceleration has long been the subject of research. This is commonly achieved by obtaining multiple undersampled images, simultaneously, through parallel imaging. In this paper, we propose the Dual-Octave Network (DONet), which is capable of learning multi-scale spatial-frequency features from both the real and imaginary components of MR data, for fast parallel MR image reconstruction. More specifically, our DONet consists of a series of Dual-Octave convolutions (Dual-OctConv), which are connected in a dense manner for better reuse of features. In each Dual-OctConv, the input feature maps and convolutional kernels are first split into two components (ie, real and imaginary), and then divided into four groups according to their spatial frequencies. Then, our Dual-OctConv conducts intra-group information updating and inter-group information exchange to aggregate the contextual information across different groups. Our framework provides three appealing benefits: (i) It encourages information interaction and fusion between the real and imaginary components at various spatial frequencies to achieve richer representational capacity. (ii) The dense connections between the real and imaginary groups in each Dual-OctConv make the propagation of features more efficient by feature reuse. (iii) DONet enlarges the receptive field by learning multiple spatial-frequency features of both the real and imaginary components. Extensive experiments on two popular datasets (ie, clinical knee and fastMRI), under different undersampling patterns and acceleration factors, demonstrate the superiority of our model in accelerated parallel MR image reconstruction.

📄 PDF Abstract BibTeX arXiv:2105.05980

Code (0)

등록된 구현이 없습니다.

Tasks

Image Reconstruction

Methods 이 논문이 사용한 방법론

Dense Connections Dense Connections, or Fully Connected Connections, are a type of layer in a deep neural network that use a linear operation where every input is connected to every output…

Similar Papers 제목 키워드 기반

Dual-Octave Convolution for Accelerated Parallel MR Image Reconstruction

2021-04-12 · Chun-Mei Feng, Zhanyuan Yang, Geng Chen, Yong Xu 외

Magnetic resonance (MR) image acquisition is an inherently prolonged process, whose acceleration by obtaining multiple undersampled images simultaneously through parallel imaging has always been the subject of research. …

Image Reconstruction

InDuDoNet+: A Deep Unfolding Dual Domain Network for Metal Artifact Reduction in CT Images

2021-12-23 · Hong Wang, Yuexiang Li, Haimiao Zhang, Deyu Meng 외

During the computed tomography (CT) imaging process, metallic implants within patients often cause harmful artifacts, which adversely degrade the visual quality of reconstructed CT images and negatively affect the subseq…

Computed Tomography (CT)Metal Artifact Reduction

InDuDoNet: An Interpretable Dual Domain Network for CT Metal Artifact Reduction

2021-09-11 · Hong Wang, Yuexiang Li, Haimiao Zhang, Jiawei Chen 외

For the task of metal artifact reduction (MAR), although deep learning (DL)-based methods have achieved promising performances, most of them suffer from two problems: 1) the CT imaging geometry constraint is not fully em…

Metal Artifact Reduction

CrescendoNet: A Simple Deep Convolutional Neural Network with Ensemble Behavior

2017-10-30 · ICLR 2018 1 · Xiang Zhang, Nishant Vishwamitra, Hongxin Hu, Feng Luo

We introduce a new deep convolutional neural network, CrescendoNet, by stacking simple building blocks without residual connections. Each Crescendo block contains independent convolution paths with increased depths. The …

Revisiting $Ψ$DONet: microlocally inspired filters for incomplete-data tomographic reconstructions

2025-01-30 · Tatiana A. Bubba, Luca Ratti, Andrea Sebastiani

In this paper, we revisit a supervised learning approach based on unrolling, known as $\Psi$DONet, by providing a deeper microlocal interpretation for its theoretical analysis, and extending its study to the case of spar…

Tomographic Reconstructions