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Parallel GPU implementation of null space based alternating optimization algorithm for large-scale matrix rank minimization

机译:基于空空间的Null空间的并行GPU实现大规模矩阵秩最小化的交替优化算法

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This paper provides an alternating optimization algorithm for large-scale matrix rank minimization problems and its parallel implementation on GPU. The matrix rank minimization problem has a lot of important applications in signal processing, and several useful algorithms have been proposed. However most algorithms cannot be applied to a large-scale problem because of high computational cost. This paper proposes a null space based algorithm, which provides a low-rank solution without computing inverse matrix nor singular value decomposition. The algorithm can be parallelized easily without any approximation and can be applied to a large-scale problem. Numerical examples show that the algorithm provides a low-rank solution efficiently and can be speed up by parallel GPU computing.
机译:本文提供了一种用于大规模矩阵级最小化问题及其在GPU上的并行实现的交替优化算法。矩阵级最小化问题在信号处理中具有很多重要的应用,并且已经提出了几种有用的算法。然而,由于高计算成本,大多数算法不能应用于大规模问题。本文提出了一种空的空间基于空间的算法,它提供了低秩解决方案而不计算逆矩阵,也不是奇异值分解。该算法可以轻松地平行化,没有任何近似,并且可以应用于大规模的问题。数值示例表明该算法有效地提供了低秩求解,并且可以通过并行GPU计算来加速。

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