Usually, it is difficult to determine the scale and aspect ratio of anchors for anchor-based object detection methods. Current state-of-the-art object detectors either determine anchor parameters according to objects' shape and scale in a dataset, or avoid this problem by utilizing anchor-free methods, however, the former scheme is dataset-specific and the latter methods could not get better performance than the former ones. In this paper, we propose a novel anchor augmentation method named AADI, which means Augmenting Anchors by the Detector Itself. AADI is not an anchor-free method, instead, it can convert the scale and aspect ratio of anchors from a continuous space to a discrete space, which greatly alleviates the problem of anchors' designation. Furthermore, AADI is a learning-based anchor augmentation method, but it does not add any parameters or hyper-parameters, which is beneficial for research and downstream tasks. Extensive experiments on COCO dataset demonstrate the effectiveness of AADI, specifically, AADI achieves significant performance boosts on many state-of-the-art object detectors (eg. at least +2.4 box AP on Faster R-CNN, +2.2 box AP on Mask R-CNN, and +0.9 box AP on Cascade Mask R-CNN). We hope that this simple and cost-efficient method can be widely used in object detection. Code and models are available at https://github.com/WanXiaopei/aadi.
翻译:通常很难确定锚基天体探测方法的锚值比例和边际比例。 当前的最先进的天体探测器或者根据物体的形状和比例在数据集中确定锚值参数,或者通过使用无锚方法避免这一问题,然而,前一个方案是特定数据集,后一个方法无法比前一个方法取得更好的性能。 在本文中,我们提议了一个名为AAADI的新颖的锚增强方法,这意味着探测器 Itself 增强锚值。 AAADI并不是一个无锚方法,相反,它可以将锚值的比例从连续空间转换成离散空间,这大大缓解了锁定物的指定问题。 此外,AADI是一种基于学习的锚增强方法,但没有增加任何参数或超参数,这有利于研究和下游任务。 COCO数据集的广泛实验表明ADI的有效性。 具体地说,ADI并不是一种无锚的方法,相反,它可以将锚定的锚值比重比重比重比重比重比重比重,它可以将锚值比重比重比重比重比重比重比重比重比重, 它可以将一个连续空间的锚比重比重比重比重比重比重比重比重比重比重比重比重比重比重, 这大大,大大减轻一个空间,大大减轻比重比重比重比重比重比重, AS基比重比重比重比重比重。 ASADI是一个 ASADI是一个 ASAMAFADI ASAMAFAMAFAS AS AS AS AS AS AS AS AS程 AS AS AS AS AS AS AS AS AS AS ASFADI ASFADI AS AS AS AS ASFAV AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS AS