解决稀疏视角3D高斯点云重建中的伪影问题,提升渲染可靠性。
DOC-GS: Dual-Domain Observation and Calibration for Reliable Sparse-View Gaussian Splatting

- 通过双域观察与校准框架,量化高斯点的可靠性。
- 引入连续深度引导丢弃策略,抑制弱约束点并稳定优化过程。
- 利用暗通道先验识别异常区域,实现基于可信度的几何剪枝。
稀疏视角下的3D高斯点云(3DGS)重建因几何监督不足而本质不适定,常导致严重过拟合及结构扭曲、半透明雾霾状伪影。现有方法多采用基于丢弃的正则化,但缺乏对伪影成因的统一理解。本文从新视角重新审视该问题,指出核心挑战在于高斯原始体可靠性的不可观测性。不可靠的高斯点在优化中约束不足,累积为渲染图像中的雾霾退化。为此,提出统一的双域观察与校准(DOC-GS)框架,通过优化域归纳偏置与观测域证据的协同作用建模并校正高斯可靠性。在优化域,以每个原始体训练期间的约束程度表征可靠性,设计连续深度引导丢弃(CDGD)策略,用丢弃概率显式代理可靠性,施加平滑的深度感知归纳偏置以抑制弱约束点。在观测域,建立浮动伪影与大气散射的联系,利用暗通道先验(DCP)作为结构一致性线索识别并累积异常区域。基于跨视图聚合证据,进一步设计可靠性驱动的几何剪枝策略,移除低置信度高斯点。
原文摘要 · Abstract (English)
Sparse-view reconstruction with 3D Gaussian Splatting (3DGS) is fundamentally ill-posed due to insufficient geometric supervision, often leading to severe overfitting and the emergence of structural distortions and translucent haze-like artifacts. While existing approaches attempt to alleviate this issue via dropout-based regularization, they are largely heuristic and lack a unified understanding of artifact formation. In this paper, we revisit sparse-view 3DGS reconstruction from a new perspective and identify the core challenge as the unobservability of Gaussian primitive reliability. Unreliable Gaussians are insufficiently constrained during optimization and accumulate as haze-like degradations in rendered images. Motivated by this observation, we propose a unified Dual-domain Observation and Calibration (DOC-GS) framework that models and corrects Gaussian reliability through the synergy of optimization-domain inductive bias and observation-domain evidence. Specifically, in the optimization domain, we characterize Gaussian reliability by the degree to which each primitive is constrained during training, and instantiate this signal via a Continuous Depth-Guided Dropout (CDGD) strategy, where the dropout probability serves as an explicit proxy for primitive reliability. This imposes a smooth depth-aware inductive bias to suppress weakly constrained Gaussians and improve optimization stability. In the observation domain, we establish a connection between floater artifacts and atmospheric scattering, and leverage the Dark Channel Prior (DCP) as a structural consistency cue to identify and accumulate anomalous regions. Based on cross-view aggregated evidence, we further design a reliability-driven geometric pruning strategy to remove low-confidence Gaussians.
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