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SAS MCD takes into account that cov in subset could be singular.
Standard MCD algorithm assumes full rank.
pseudo determinant is product of non-zero, strictly positive eigenvalues (where numeric cutoff is defined by a condition number threshold, but I don't find want cutoff value they use)
related: singular cov in mahalanobis distance
We can use pinv for in-sample distances.
But when evaluating out-of-sample observations, then points might not be in the same subspace.
The text was updated successfully, but these errors were encountered:
https://documentation.sas.com/doc/en/statcdc/14.2/statug/statug_rreg_details26.htm#statug.rreg.robustreggrd
SAS MCD takes into account that cov in subset could be singular.
Standard MCD algorithm assumes full rank.
pseudo determinant is product of non-zero, strictly positive eigenvalues (where numeric cutoff is defined by a condition number threshold, but I don't find want cutoff value they use)
related: singular cov in mahalanobis distance
We can use pinv for in-sample distances.
But when evaluating out-of-sample observations, then points might not be in the same subspace.
The text was updated successfully, but these errors were encountered: