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BTW I slightly rewrote the section n GPLVM (28.3.7) to make the notation clearer. New version below.
I found this colab (based on PyMc4 , which uses TFP and is deprecated) that fits the GP-LVM model using ADVI to the iris dataset. https://colab.research.google.com/drive/1BhqYin-3W1bmGgNxA95HKZZw3ACmicRK?usp=sharing
(They use a NormalCholesky prior on the latent inputs Z/X.) When using a linear kernel you get the same results as PCA (modulo rotation). This would be a good example to try to reproduce.
(It seems from this thread that the code was never merged, presumably because pymc4 is deprecated.)
Currently fig 28.19 is created by https://github.com/probml/pyprobml/blob/master/notebooks/book2/28/gplvm_mocap.ipynb
which uses GPy from Sheffield.
Here is the core code
It would be useful to reimplement this from first principles, using eg TinyGP to define the Gram matrix.
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