Hello,
I just read your excellent article and jump to your gpax lib. I already used numpyro for NUTS/SVI and a little practice for GP, and I was looking probably of what you are described in your GP_sGP.ipynb. I would like to be sure that I have understand the use case developed at the end of your nb.
Bellow I have display some data points and I know because of the process under the hood that there is a discontinuity at x close to (but not exactly) 0. Of course 1) I can fit a determinist parametrized function piecewise with an "linear" behaviour for xx0, 2) on a other hand I can use an RBF+noise GP but then I miss the discontinuity.
Do you think that your example is especially designed to keep up this discontinuity problem ?
Hello, I just read your excellent article and jump to your
gpax
lib. I already usednumpyro
for NUTS/SVI and a little practice for GP, and I was looking probably of what you are described in yourGP_sGP.ipynb
. I would like to be sure that I have understand the use case developed at the end of your nb.Bellow I have display some data points and I know because of the process under the hood that there is a discontinuity at x close to (but not exactly) 0. Of course 1) I can fit a determinist parametrized function piecewise with an "linear" behaviour for xx0, 2) on a other hand I can use an RBF+noise GP but then I miss the discontinuity.
Do you think that your example is especially designed to keep up this discontinuity problem ?
Thanks