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Biologically Inspired Tracking with Frequency Divisive Normalization Model

机译:频分归一化模型的生物启发式跟踪

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Biologically inspired visual object tracking has been very popular in the last decades. Several methods have exploited some visual cognitive mechanisms to outperform trackers purely based on machine vision in accuracy and speed. Although they have shown outstanding performance on recent benchmarks, they are still far from achieving the performance of a human in tracking. Visual attention is an important mechanism, which can be applied by saliency detection models. Saliency detection models can be determined in the spatial domain or the frequency domain. Spatial domain based models mostly have complex computations and are time-consuming. Thus, we have improved and recruited Frequency Divisive Normalization (FDN) model as a saliency detection method to propose a bio-inspired object tracking algorithm. This algorithm has been developed based on Fast Fourier Transform (FFT) and uses spectral features in order to achieve a high-speed tracker. It also can be launched on normal hardware. FDN model is based on Feature Integration Theory (FIT) and operates all the processes of saliency detection in the frequency domain, including decomposing the image to the features, lateral inhibition interaction, combining all features, and computing the saliency map. In addition to, extracting color, intensity and orientation it uses spatial frequency features, which is rarely used by other trackers. Extensive evaluations on large-scale benchmark datasets show that the proposed method has good performance with respect to its runtime.
机译:在过去的几十年中,受到生物启发的视觉对象跟踪非常流行。纯粹基于机器视觉的准确性和速度方面,有几种方法已利用某些视觉认知机制胜过跟踪器。尽管它们在最近的基准测试中已显示出出色的性能,但距离人类在跟踪方面的性能还差得很远。视觉注意力是一种重要的机制,可以通过显着性检测模型来应用。显着性检测模型可以在空间域或频率域中确定。基于空间域的模型大多数具有复杂的计算并且很耗时。因此,我们已经改进并募集了频分归一化(FDN)模型作为显着性检测方法,以提出一种生物启发的对象跟踪算法。该算法是基于快速傅立叶变换(FFT)开发的,并使用频谱特征来实现高速跟踪器。它也可以在普通硬件上启动。 FDN模型基于特征集成理论(FIT),并在频域中进行显着性检测的所有过程,包括将图像分解为特征,横向抑制交互作用,组合所有特征以及计算显着性图。除了提取颜色,强度和方向外,它还使用空间频率特征,而其他跟踪器很少使用。对大规模基准数据集的广泛评估表明,该方法在运行时间方面具有良好的性能。

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