基于分数阶电视模型的红外视频监控系统的研制

Pushpendra Kumar, Muzammil Khan, Shreya Gupta
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引用次数: 0

摘要

由于应用范围广泛,视频监控被认为是计算机视觉中最具挑战性的任务之一,它需要检测和跟踪一系列图像(视频)中的运动物体。众所周知,雾、黑暗、降雪、光照、降雨等环境条件会降低视觉系统的质量。这促使我们开发一个强大的红外(IR)监视系统,以实现视觉问题的开放式目标。利用光流检测主动运动区域。本文提出了一种结合分数阶总变分(TV)和二次项的光流估计能量泛函。特别地,所提出的模型是凸的,对异常值更具鲁棒性,并提供密集流。然而,总变分正则化项具有不可微的性质,使得最小化方案明显困难。利用格伦瓦尔德-列特尼科夫(GL)导数实现了不可微项的分数阶导数离散化。采用原始对偶算法求解得到的最小化方案。最后,用适当的方法求解得到的变分公式。在各种条件下的各种数据集上测试了所提出系统的有效性、效率和鲁棒性。
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Development of an IR Video Surveillance System Based on Fractional Order TV-Model
Due to the wide range of applications, video surveillance is known as one of the challenging tasks of computer vision which requires detecting and tracking the moving objects in a sequence of images (video). As we are aware that several environmental conditions such as fog, darkness, snow-fall, illumination, rain degrade the quality of vision system. This motivates us to develop a robust infrared (IR) surveillance system to fulfill the open-ended goals of the vision problem. The active motion region is detected by using optical flow. In this paper, an energy functional has been presented for optical flow estimation by incorporating the fractional order total variational (TV) and quadratic terms. In particular, the proposed model is convex and more robust against outliers and provides a dense flow. However, the total variation regularization term is of non-differentiable nature which makes the minimization scheme apparently difficult. The fractional derivative discretization of non-differentiable terms is performed by using Grunwald-Letnikov (GL) derivative. The Primal-dual algorithm is applied in solving the resulting minimization scheme. Finally, the resulting variational formulation is solved by using an appropriate method. The validity, efficiency, and robustness of the proposed system are tested on a variety of datasets under various conditions.
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