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A variable splitting based algorithm for fast multi-coil blind compressed sensing MRI reconstruction

机译:基于变量分裂的快速多线圈盲压缩传感MRI重建算法

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Recent work on blind compressed sensing (BCS) has shown that exploiting sparsity in dictionaries that are learnt directly from the data at hand can outperform compressed sensing (CS) that uses fixed dictionaries. A challenge with BCS however is the large computational complexity during its optimization, which limits its practical use in several MRI applications. In this paper, we propose a novel optimization algorithm that utilize variable splitting strategies to significantly improve the convergence speed of the BCS optimization. The splitting allows us to efficiently decouple the sparse coefficient, and dictionary update steps from the data fidelity term, resulting in subproblems that take closed form analytical solutions, which otherwise require slower iterative conjugate gradient algorithms. Through experiments on multi coil parametric MRI data, we demonstrate the superior performance of BCS over conventional CS schemes, while achieving convergence speed up factors of over 10 fold over the previously proposed implementation of the BCS algorithm.
机译:关于盲压缩感知(BCS)的最新工作表明,直接从手头数据中学习字典中的稀疏性可以胜过使用固定字典的压缩感知(CS)。然而,BCS面临的一个挑战是优化过程中的庞大计算复杂性,这限制了其在多种MRI应用中的实际应用。在本文中,我们提出了一种新颖的优化算法,该算法利用变量拆分策略来显着提高BCS优化的收敛速度。分割使我们能够有效地将稀疏系数与字典更新步骤与数据保真度项解耦,从而导致子问题采用封闭形式的解析解,否则需要较慢的迭代共轭梯度算法。通过对多线圈参数MRI数据进行的实验,我们证明了BCS优于传统CS方案的性能,同时实现了比先前提出的BCS算法实现高10倍以上的收敛速度。

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