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Limited-memory scaled gradient projection methods for real-time image deconvolution in microscopy

机译:显微镜中实时图像解卷积的有限内存比例梯度投影方法

摘要

Gradient projection methods have given rise to effective tools for image deconvolution inudseveral relevant areas, such as microscopy, medical imaging and astronomy. Due to theudlarge scale of the optimization problems arising in nowadays imaging applications andudto the growing request of real-time reconstructions, an interesting challenge to be facedudconsists in designing new acceleration techniques for the gradient schemes, able toudpreserve their simplicity and low computational cost of each iteration. In this work we proposeudan acceleration strategy for a state-of-the-art scaled gradient projection method forudimage deconvolution in microscopy. The acceleration idea is derived by adapting a steplengthudselection rule, recently introduced for limited-memory steepest descent methodsudin unconstrained optimization, to the special constrained optimization framework arisingudin image reconstruction. We describe how important issues related to the generalization ofudthe step-length rule to the imaging optimization problem have been faced and we evaluateudthe improvements due to the acceleration strategy by numerical experiments onudlarge-scale image deconvolution problems.
机译:梯度投影方法已经为许多相关领域的图像去卷积提供了有效的工具,例如显微镜,医学成像和天文学。由于当今成像应用中出现的最大规模的优化问题,以及对实时重建的日益增长的要求,在为梯度方案设计新的加速技术,能够保留其梯度的新加速技术方面面临着一个有趣的挑战。每次迭代的简单性和低计算成本。在这项工作中,我们提出了一种用于显微镜的 udimage反卷积的最先进的按比例缩放梯度投影方法的 udan加速策略。加速思想是通过将最近为有限内存最速下降方法 udin无约束优化引入的步长 udselect规则改编为特殊约束优化框架而生成的 udin图像重构而得出的。我们描述了如何应对与步长规则的泛化有关的图像优化问题,并通过对超大规模图像反卷积问题的数值实验,对由于加速策略而导致的改进进行了评估。

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