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An Efficiency-Driven Approach For Real-Time Optical Flow Processing On Parallel Hardware

机译:一种效率驱动的并行硬件上实时光流处理方法

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This article tackles the entire lifecycle of an algorithm: from its design to its implementation. It exhibits a method for making efficient choices at algorithm design time knowing the characteristics of the underlying hardware target. As of today, computing the optical flow of a stream of images is still a demanding task. In the meantime, the use of Graphics Processing Units (GPU) has become mainstream and allows substantial gains in processing frame rate. In this paper, we focus on a specific variational method (CLG [1]) where linear systems have to be solved. They depend on two parameters $lpha$ and $ho$. To efficiently solve the problem, we look at convergence speed with respect to the model’s parameters. We benchmark usual linear solvers with preconditioners to identify the fastest in terms of convergence per iteration. We then show that once implemented on GPUs, the most efficient solver changes depending on the model parameters. For $640 imes 480$ images, with the right choice of solver and parameters, our implementation can solve the system with relative $10 e^{-8}$ accuracy in 15 ms on a Titan V GPU. All the results are aggregated on a 30-image set to increase confidence in their extendability.
机译:本文讨论了算法的整个生命周期:从算法的设计到实现。它展示了一种在算法设计时进行有效选择的方法,该方法知道底层硬件目标的特性。到目前为止,计算图像流的光流仍然是一项艰巨的任务。同时,图形处理单元(GPU)的使用已成为主流,并允许在处理帧速率方面获得可观的收益。在本文中,我们集中于一种必须解决线性系统的特定变分方法(CLG [1])。它们取决于两个参数$ \ alpha $和$ \ rho $。为了有效解决问题,我们考虑了模型参数的收敛速度。我们使用预处理器对通常的线性求解器进行基准测试,以确定每次迭代的收敛速度最快。然后,我们证明,一旦在GPU上实现,最有效的求解器将根据模型参数而变化。对于640美元乘以480美元的图像,通过正确选择求解器和参数,我们的实现可以在Titan V GPU上在15毫秒内以$ 10 e ^ {-8} $的相对精度来求解系统。所有结果都汇总在30个图像集上,以增加对其可扩展性的信心。

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