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Optimizing stochastic gradient descent algorithms for serially addressed adaptive-optics wavefront modulators

机译:串行寻址自适应光学波前调制器的随机梯度下降算法优化

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摘要

High-resolution adaptive-optical systems with thousands to millions of pixels will most likely have to employ serial- or matrix-addressed spatial light modulators (e.g., microelectromechanical-system-on-VLSI spatial light modulators). We compare parallel gradient descent adaptive-optics algorithms with serial gradient descent algorithms running on serially addressed modulators. While serial algorithms have previously been shown to require more iterations than parallel algorithms, we show that, because of the limitations of the databus, each serial iteration of the algorithm on a serial modulator requires significantly less time to complete than a parallel iteration, thereby favoring the serial algorithm when time to convergence is used as the performance metric. Thus, such high-resolution serially addressed devices are generally better matched to the serial-update wavefront correction algorithm owing to the data load penalty imposed by the bandwidth-limited databus of these modulators.
机译:具有数千至数百万个像素的高分辨率自适应光学系统将最有可能必须采用串行或矩阵寻址的空间光调制器(例如,VLSI上的微机电系统空间光调制器)。我们将并行梯度下降自适应光学算法与在串行寻址调制器上运行的串行梯度下降算法进行比较。尽管先前已证明串行算法比并行算法需要更多的迭代,但是我们证明,由于数据总线的局限性,与并行迭代相比,串行调制器上算法的每个串行迭代所需的时间要少得多,因此收敛时间时的串行算法用作性能指标。因此,由于这些调制器的带宽受限的数据总线所造成的数据负载损失,这种高分辨率串行寻址设备通常更好地与串行更新波前校正算法匹配。

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