BA1437

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Given the cholesky decomposition of the precision matrix, how about something like the following to get the cholesky decomposition of the corresponding covariance matrix: ``` P= [4. 12. -16.; 12....

I'm having the same issue. Any help would be appreciated

This doesn't necessarily need to be limited to a mixture of Gaussians and a Gaussian, right? It seems like it could generalize to any instance where you have a mixture...