lis_esolve...sidualnorm(3f)
β¨ NAME β¨
okay so bestie, this is lis_esolver_get_residualnorm from the Lis Library Functions β it calculates the relative residual norm from the eigenvector π
lowkey a whole vibe check for your eigensolver's answer.
π SYNOPSIS π
subroutine lis_esolver_get_residualnorm(LIS_ESOLVER esolver, LIS_INTEGER
*residual, LIS_INTEGER ierr);
that's it, that's the whole signature, no cap π«Ά
πΈ DESCRIPTION πΈ
So like, this subroutine calculates the relative residual norm ||lx - Ax||_2/l from the eigenvector x π
Translation? It's giving "how close is my answer to actually being an eigenvector," and the way that matters is literally everything when you're checking if your solve slayed or flopped π
π¦ INPUT π¦
esolverβ The eigensolver π (yes queen, your eigensolver, that one)
π OUTPUT π
residualβ The relative residual norm||lx - Ax||_2/lβ¨
π SEE ALSO π
go peek at lis(3) if you're nosy, the docs are right there bestie, no gatekeeping π
man page, 6 Sep 2012 β Lis Library Functions era, and she's still iconic πβ¨
π¦ where this page comes from
- fedora 43: lis-doc 2.0.21-13.fc41 Β· BSD
- fedora 43: lis-doc 2.1.11-1.fc43 Β· LicenseRef-Callaway-BSD
- fedora 44: lis-doc 2.0.21-13.fc41 Β· BSD
- fedora 44: lis-doc 2.1.11-1.fc44 Β· LicenseRef-Callaway-BSD
- nixos 26.05: lis 2.1.10
- nixpkgs unstable: lis 2.1.16
- π girlified by deepseek-ai/DeepSeek-V4.1-Flash on : a language model's rewrite of the original, under its terms