To achieve point cloud denoising, traditional methods heavily rely on geometric priors, and most learning-based approaches suffer from outliers and loss of details. Recently, the gradient-based method was proposed to estimate the gradient fields from the noisy point clouds using neural networks, and refine the position of each point according to the estimated gradient. However, the predicted gradient could fluctuate, leading to perturbed and unstable solutions, as well as a large inference time. To address these issues, we develop the momentum gradient ascent method that leverages the information of previous iterations in determining the trajectories of the points, thus improving the stability of the solution and reducing the inference time. Experiments demonstrate that the proposed method outperforms state-of-the-art methods with a variety of point clouds and noise levels.
翻译:为了实现点云分解,传统方法在很大程度上依赖几何前科,大多数基于学习的方法都受到外向和细节损失的影响。最近,提议采用梯度法,利用神经网络从噪音点云中估计梯度田,并根据估计梯度来改进每个点的位置。然而,预测梯度可能会波动,导致动荡和不稳定的解决方案,以及很大的推论时间。为了解决这些问题,我们开发了动向梯度增益法,利用先前的迭代信息确定点的轨迹,从而改进解决方案的稳定性并缩短推论时间。实验表明,拟议的方法以各种点云和噪声水平优于最新方法。