Year: 2025
Type: article
Abstract: 梯度提升类算法面临的主要问题是大规模数据下的运算速度问题。本文针对LightGBM中采样仅依赖一阶导数影响精度，以及直方图分箱忽视数据分布特征导致计算冗余，提出了基于牛顿法的梯度单边采样，引入二阶导数提高采样精度，同时设计动态直方图算法，实现分布和标签感知的自适应分箱。在Epsilon和MNIST8M数据集上的实验表明，新方法在提升模型性能的同时，训练时间分别减少了20.7%和9.8%。Gradient boosting algorithms face computational efficiency challenges when processing large-scale data. In order to improve the limitations in LightGBM: the gradient-based one-side sampling relying solely on first-order derivatives which compromises accuracy, and histogram binning ignoring data distribution characteristics leading to computational redundancy, we propose a Newton-based gradient one-side sampling method incorporating second-order derivatives to enhance precision, along with a dynamic histogram algorithm enabling distribution-aware and label-aware adaptive binning. Experimental results on the Epsilon and MNIST8M datasets demonstrate that our approach improves model performance while reducing training time by 20.7% and 9.8% respectively.
Source: Computer Science and Application
Author: 林 张
Language: English
Subfield: Artificial Intelligence
Field: Computer Science
Domain: Physical Sciences
Open Access status: hybrid
OpenAlex ID: W4410830955