Feature pyramid has been an efficient method to extract features at different scales. Development over this method mainly focuses on aggregating contextual information at different levels while seldom touching the inter-level correlation in the feature pyramid. Early computer vision methods extracted scale-invariant features by locating the feature extrema in both spatial and scale dimension. Inspired by this, a convolution across the pyramid level is proposed in this study, which is termed pyramid convolution and is a modified 3-D convolution. Stacked pyramid convolutions directly extract 3-D (scale and spatial) features and outperforms other meticulously designed feature fusion modules. Based on the viewpoint of 3-D convolution, an integrated batch normalization that collects statistics from the whole feature pyramid is naturally inserted after the pyramid convolution. Furthermore, we also show that the naive pyramid convolution, together with the design of RetinaNet head, actually best applies for extracting features from a Gaussian pyramid, whose properties can hardly be satisfied by a feature pyramid. In order to alleviate this discrepancy, we build a scale-equalizing pyramid convolution (SEPC) that aligns the shared pyramid convolution kernel only at high-level feature maps. Being computationally efficient and compatible with the head design of most single-stage object detectors, the SEPC module brings significant performance improvement ($>4$AP increase on MS-COCO2017 dataset) in state-of-the-art one-stage object detectors, and a light version of SEPC also has $\sim3.5$AP gain with only around 7% inference time increase. The pyramid convolution also functions well as a stand-alone module in two-stage object detectors and is able to improve the performance by $\sim2$AP. The source code can be found at https://github.com/jshilong/SEPC.
翻译:金字塔是在不同尺度上提取特征的有效方法。 该方法的开发主要侧重于在不同级别上汇总背景信息,而很少触及地貌金字塔中不同层次的关联性。 早期计算机视觉方法通过在空间和规模层面定位特异性外体, 提取了比例变异特征。 受此启发, 本研究中提出了金字塔层面的演化, 它被称为金字塔变异, 是3D变异, 是3D变形。 平坦的金字塔组合, 直接提取3D( 规模和空间) 特性, 并超越了其他精心设计的特性组合模块。 根据3D变异性的观点, 一个集成集成的集成集成正常化, 从整个功能金字塔金字塔中收集统计数据。 此外, 我们还表明,天真的金字塔变变异, 以及RetinarNet 头部的设计, 其属性很难通过特性的金字塔形变异体20。 为了减轻这一差异, 我们建立了一个高度趋同的金字塔变变变异(SEPC), 在Seqal 变变变变变变变变码模型中, 也能够将最易变的Seal- ASmailalalalalalalal laveal laveal laveal laxal laxal lax laxal lax lax lax lax lax ladal dal dal dal dal daldal laxal ladal 。