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I find that the sign information is lost when the original vector elements are recovered because square absolute operation makes every real the complex number positive.
Is there any way we can recover the original eigenvectors' signs also without using original eigenvectors.sign() (from PyTorch) * square root of eigenvectors (deduced from eigenvalues)? Because that'd be really helpful!
Regards
Rahul Bhalley
The text was updated successfully, but these errors were encountered:
Hi! Thanks for this code.
I find that the sign information is lost when the original vector elements are recovered because
squareabsolute operation makesevery realthe complex number positive.Is there any way we can recover the original eigenvectors' signs also without using
original eigenvectors.sign() (from PyTorch) * square root of eigenvectors (deduced from eigenvalues)
? Because that'd be really helpful!Regards
Rahul Bhalley
The text was updated successfully, but these errors were encountered: