可重构混合模型卷积阶段-无穷拉普拉斯在深度补全中的应用

V. Lazcano, F. Calderero
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引用次数: 2

摘要

卷积网络是目前在许多应用中表现出最佳性能的方法。对古典模型的主要批评是它们是由设计师手工制作的。尽管如此,所提出的卷积网络架构也是手工制作的,例如,层数。由于深度图补全在视频游戏或自动驾驶汽车等不同领域的应用,它对计算机视觉至关重要。深度图由传感器获取或由立体算法获得,由于遮挡或传感器误解而缺乏信息。在本文中,我们提供了一个可重构的混合模型来插值深度图。该模型由卷积阶段(SC1)管道、插值模型和卷积阶段(SC2)组成。卷积阶段输入是场景的颜色参考图像,创建颜色特征映射作为下一步的输入。插值模型是无穷拉普拉斯式的。我们插值了求解流形中无穷拉普拉斯算子的不完全深度图。然后,完成的深度图在最后一个卷积阶段再次处理。在这个管道中,我们使用了固定数量的卷积滤波器,但是我们可以交换卷积步骤,即用SC2交换SC1,重新配置计算序列。利用粒子群算法对卷积滤波器和无穷拉普拉斯算子的参数进行估计。我们的方案在KITTI深度完井套件中获得的MSE=1.315优于一些同期方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reconfigurable Hybrid Model Convolutional Stage – Infinity Laplacian Applied to Depth Completion
Convolutional networks are the current approach that presents the best performance in many applications. The principal critic of classical models is that they are hand-crafted by the designer. Still, the proposed architecture of a convolutional network is also hand-crafted, for example, the number of layers. Depth map completion is crucial for computer vision due to its applications in different fields such as video games or autonomous vehicles. Depth maps are acquired by a sensor or obtained by a stereo algorithm and present a lack of information due to occlusions or sensor misinterpretation. In this paper, we offer a reconfigurable hybrid model to interpolate depth maps. This model consists of a convolutional stage (SC1) pipeline, interpolation model, and convolutional stage (SC2). The convolutional stage input is a color reference image of the scene, creating a color features map as input for the next step. The interpolation model is the infinity Laplacian. We interpolated the incomplete depth map solving the Infinity Laplacian in a Manifold. Then, the completed depth map is processed again by the last convolutional stage. In this pipeline, we used a fixed number of convolutional filters, but we can interchange convolutional steps, i.e., interchange SC1 by SC2, reconfiguring the computing sequence. We estimated the parameters of the convolutional filter and the Infinity Laplacian using Particle Swarm Optimization (PSO). Our proposal obtained MSE=1.315 in the KITTI depth completion suite outperforming some contemporaneous methods.
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