ml-gaussian-processes-bayesian-optimization

IN premise — entries/2026/06/21/wiki-Machine_learning-chunk-4.md

Created 2026-06-21T09:55:50+00:00

Gaussian processes use a covariance function (kernel) to model point relationships and are commonly used as surrogate models in Bayesian optimization for hyperparameter tuning

Dependents

These beliefs depend on this one:

• IN kernel-methods-bridge-bayesian-and-frequentist-ml — Kernel methods occupy a unique position bridging Bayesian and frequentist approaches to ML — SVMs provide a frequentist max-margin framework using kernels for nonlinear classification, while Gaussian processes use the same kernel functions for Bayesian probabilistic modeling and hyperparameter optimization, with Bayesian SVMs explicitly connecting the two paradigms by reinterpreting SVM optimization as Bayesian inference.