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I am trying to reproduce your topic modeling results, in particular I would like to use a Python (sklearn) implementation of LDA to fit your cisTopicObject@binary.count.matrix.
I am having problems, in particular when loading the matrix and fitting it I am not able to reproduce the Log-Likelihood versus number of topics plot. In particular the Log-Likelihood, with Python implementations, has a monotone decreasing trend with the number of topics (opposite to yours, which increases and makes a plateau).
Do you have any guess of what I am missing?
The text was updated successfully, but these errors were encountered:
Which function are you using exactly? For parameter optimization we use Collapsed Gibbs Sampling, I think this is different in the default sklearn function (they use VEM if I remember correctly?). If you read our paper (https://www.nature.com/articles/s41592-019-0367-1#Sec20), in FigS1 we compared the effect of several parameter estimation methods and found that only collapsed gibbs sampling works well with this type of data.
Hello,
I am trying to reproduce your topic modeling results, in particular I would like to use a Python (sklearn) implementation of LDA to fit your cisTopicObject@binary.count.matrix.
I am having problems, in particular when loading the matrix and fitting it I am not able to reproduce the Log-Likelihood versus number of topics plot. In particular the Log-Likelihood, with Python implementations, has a monotone decreasing trend with the number of topics (opposite to yours, which increases and makes a plateau).
Do you have any guess of what I am missing?
The text was updated successfully, but these errors were encountered: