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For each combination of n_components and alpha, I run the following for 6 times.
After that I plot eigen_values as a scree plot.
B, A, eigen_values, obj=ristretto.pca.compute_rspca(
X, n_components=n_components, n_subspace=3, alpha=alpha, robust=robust)
For a small alpha and robust=True, the scree plot looks normal.
The horizontal axis is the component index, the vertical axis is the median eigenvalue over the 6 runs.
The color of the line corresponds to n_components.
However, for robust=False or higher values of alpha, I get a different kind of scree plot:
While nearly all of the plots shows the 3rd and higher components all have an eigenvalue close to 0, I don't quite believe the system only has 2 components.
Why do I get the 2nd kind of scree plot?
The text was updated successfully, but these errors were encountered:
For each combination of n_components and alpha, I run the following for 6 times.
After that I plot
eigen_values
as a scree plot.For a small alpha and robust=True, the scree plot looks normal.
The horizontal axis is the component index, the vertical axis is the median eigenvalue over the 6 runs.
The color of the line corresponds to
n_components
.However, for robust=False or higher values of alpha, I get a different kind of scree plot:
While nearly all of the plots shows the 3rd and higher components all have an eigenvalue close to 0, I don't quite believe the system only has 2 components.
Why do I get the 2nd kind of scree plot?
The text was updated successfully, but these errors were encountered: