目录
- JMLR 2019
- https://www.jmlr.org/papers/volume20/18-225/18-225.pdf
- combine online and offline
- multi-task GP, kernel for multi-task
1 Introduction
- A/B: simple space
- BO: large spaces
- data: expensive
- offline systems, "sim", bias
2 Empirical Context and the Simulator
- very biased
3 Response Surface Modeling with the Gaussian Process
- points that are nearby in space are given high covariance. The degree of smoothness depends on the kernel variance and lengthscales
3.1 The Multi-Task Gaussian Process
- offline and online tasks
- the same spatial kernel
- separability between the task covariance and the spatial covariance
- "linear combination" of 2 latent functions
- extreme, 0, irrelevant, independent GPs that have the same cov function
- decomposition, incomplete, \(O(DP)\)
- 2 tasks: not necessary
- more complex?
- now: shared kernel, leverage, √