AbstractGPs.jl
AbstractGPs.jl copied to clipboard
Abstract types and methods for Gaussian Processes.
@4aHxKzD was asking about ways to contribute to this package in a different issue, which made me realise that we don't currently have a TODO list for this package, or...
Anyone here familiar with the methods used [here](https://arxiv.org/abs/1703.09710)? It gives a linear-time exact solution for special case of one-dimensional data with covariance given by mixtures of exponentials. The main implementation...
Without `rrule` AD will not pass for `MeanFunction` types. #16 resolves #14 for `ZeroMean` but it should be done for all types.
I wanted to implement the Gaussian Process Implicit Surface (GPIS) algorithm in Julia using your package but was unable to figure out I could code a kernel for multi-dimensional outputs....
Following the general suggestion [here](https://discourse.julialang.org/t/psa-add-downgrade-ci-to-better-check-version-compatability/110063). I'm trying the workflow file from [here](https://gist.github.com/aplavin/ec1024d00db6ebe8a7fa0a38aa8cca6c) to speed up finding bad lower bounds. The PR raises lower bounds such that if any single one...
When trying to differentiate `logpdf` or other scalar functions with a parameterized mean function and multidimensional input, there are errors: ```julia using AbstractGPs using Zygote pars = [1., 0.] function...
Hi! Thank you for this wonderful package. I am implementing a Trust Region Bayesian Optimization (TuRBO) algorithm during Google Summer of Code, and would like to depend on AbstractGPs. A...
I noticed that once you have a `PosteriorGP`, it is no longer possible to recover the noise level that was given in the construction of the `FiniteGP`. My quick fix...
So in the documentation there is the sentence: > An AbstractGP, f, should be thought of as a distribution over functions. This means that the output of rand(f) would be...
In order to design a front-end that is at least as flexible as GaussianProcesses.jl, and to check that we are at feature parity currently (albeit with more boilerplate), we are...