V2EX kernel ridge regression

Kernel Ridge Regression

定义 Definition

核岭回归:一种用于回归预测的机器学习方法,把岭回归(带 \(L2\) 正则化的线性回归)与核方法结合起来,使模型能在不显式构造高维特征的情况下拟合非线性关系。常用于小到中等规模数据、需要平滑且稳健的回归场景。

发音 Pronunciation (IPA)

/knl rd rrn/

例句 Examples

Kernel ridge regression can fit nonlinear patterns without explicitly adding polynomial features.
核岭回归可以在不显式加入多项式特征的情况下拟合非线性规律。

Using a Gaussian kernel, kernel ridge regression often performs well when the relationship is smooth but the data are noisy, though it can be expensive on large datasets.
使用高斯核时,核岭回归在关系较平滑但数据含噪的情况下往往表现良好,不过在大数据集上计算成本可能较高。

词源 Etymology

  • kernel(核):来自数学与计算中的“核函数/核技巧(kernel trick)”,指用函数来衡量样本之间的相似度,从而“隐式”映射到高维空间。
  • ridge(岭)/strong>:源自统计学中的岭回归(ridge regression),因其在参数空间里引入 \(L2\) 正则化后,损失函数的等高线形状被形象地比作“山岭/脊线”。
  • regression(回归):统计学术语,指预测连续数值(如价格、温度等)的建模任务。

相关词 Related Words

文献与作品 Literary / Notable Works

  • Schlkopf & Smola,《Learning with Kernels》:系统介绍核方法,相关章节常提及核岭回归及其与其他核算法的关系。
  • Hastie, Tibshirani & Friedman,《The Elements of Statistical Learning》:在核方法、正则化与回归框架下讨论与核岭回归紧密相关的思想。
  • Murphy,《Machine Learning: A Probabilistic Perspective》:在贝叶斯视角与核回归/正则化内容中涉及核岭回归的相关形式与联系。
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