Unifying Appearance Codes and Bilateral Grids for Driving Scene Gaussian Splatting

Hao Zhao (Tsinghua University, Tsinghua University) · Zhaoxi Chen (S-Lab, Nanyang Technological University) · Bohan Li (Soochow University) · Nan Wang (Beijing Jiaotong University) · Lixing Xiao (Zhejiang University) · Yuantao Chen (The Chinese University of Hong Kong,Shenzhen) · Weiqing Xiao (Nanjing University) · Pierre Merriaux (Ecole Supérieure d'Ingénieurs en Génie Electrique) · Lei Lei (Université Laval) · Ziyang Yan · Saining Zhang (Nanyang Technological University) · Shaocong Xu (BAAI) · chongjie Ye (CUHK(SZ)) · Tianfan Xue (The Chinese University of Hong Kong)
appearance codesautonomous drivingbilateral gridcontroldynamic scene reconstructionfloatersgaussian splattinggeometric accuracymulti-scale bilateral gridnerfneural renderingobstacle avoidancephotometric consistencyphotometric inconsistencypixel-wise color mapping

Neural rendering techniques, including NeRF and Gaussian Splatting (GS), rely on photometric consistency to produce high-quality reconstructions. However, in real-world driving scenarios, it is challenging to guarantee perfect photometric consistency in acquired images. Appearance codes have been widely used to address this issue, but their modeling capability is limited, as a single code is applied to the entire image. Recently, the bilateral grid was introduced to perform pixel-wise color mapping, but it is difficult to optimize and constrain effectively. In this paper, we propose a novel multi-scale bilateral grid that unifies appearance codes and bilateral grids. We demonstrate that this approach significantly improves geometric accuracy in dynamic, decoupled autonomous driving scene reconstruction, outperforming both appearance codes and bilateral grids. This is crucial for autonomous driving, where accurate geometry is important for obstacle avoidance and control. Our method shows strong results across four datasets: Waymo, NuScenes, Argoverse, and PandaSet. We further demonstrate that the improvement in geometry is driven by the multi-scale bilateral grid, which effectively reduces floaters caused by photometric inconsistency.