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Real time robust L1 tracker using accelerated proximal gradient approach

机译:使用加速近端梯度方法的实时鲁棒L1跟踪器

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摘要

Recently sparse representation has been applied to visual tracker by modeling the target appearance using a sparse approximation over a template set, which leads to the so-called L1 trackers as it needs to solve an ℓ1 norm related minimization problem for many times. While these L1 trackers showed impressive tracking accuracies, they are very computationally demanding and the speed bottleneck is the solver to ℓ1 norm minimizations. This paper aims at developing an L1 tracker that not only runs in real time but also enjoys better robustness than other L1 trackers. In our proposed L1 tracker, a new ℓ1 norm related minimization model is proposed to improve the tracking accuracy by adding an ℓ1 norm regularization on the coefficients associated with the trivial templates. Moreover, based on the accelerated proximal gradient approach, a very fast numerical solver is developed to solve the resulting ℓ1 norm related minimization problem with guaranteed quadratic convergence. The great running time efficiency and tracking accuracy of the proposed tracker is validated with a comprehensive evaluation involving eight challenging sequences and five alternative state-of-the-art trackers.
机译:最近,通过在模板集上使用稀疏近似对目标外观进行建模,将稀疏表示应用于视觉跟踪器,这导致了所谓的L1跟踪器,因为它需要多次解决ℓ1范数相关的最小化问题。尽管这些L1跟踪器显示出了令人印象深刻的跟踪精度,但它们对计算的要求很高,而速度瓶颈是ℓ1范数最小化的解决方案。本文旨在开发一种L1跟踪器,该跟踪器不仅可以实时运行,而且比其他L1跟踪器具有更好的鲁棒性。在我们提出的L1跟踪器中,提出了一种新的ℓ1范数相关最小化模型,通过在与平凡模板相关的系数上添加ℓ1范数正则化来提高跟踪精度。此外,基于加速近端梯度方法,开发了一种非常快速的数值求解器,以解决与ℓ1范数有关的最小化问题,并保证了二次收敛。所提出的跟踪器具有出色的运行时间效率和跟踪精度,并通过一项综合评估来验证,该评估涉及八个具有挑战性的序列和五个备选的最新跟踪器。

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