lis_matvect(3)
π lis_matvect π
okay bestie, so this is lis_matvect from section 3 of the Lis Library Functions manual, and it's literally the glow-up you need when you want a transposed matrix-vector product and you want it now. π¦
πΈ NAME πΈ
lis_matvect β calculate the matrix vector product β¨
(and yes, the name is giving "matrix vector product" but the actual math is doing the transposed one, we'll get there, keep reading bestie π )
β¨ SYNOPSIS β¨
#include "lis.h"
LIS_INT lis_matvect(LIS_MATRIX A, LIS_VECTOR x, LIS_VECTOR y);
like, that's it. one include, one function call, main character energy π
π« DESCRIPTION π«
Calculate the transposed matrix vector product y = A^T x.
no cap, that's the whole vibe. you hand it a matrix, you hand it a vector, and it hands you back A transposed, times x. iconic behavior fr fr π₯
π INPUT π
Aβ The matrix π§ the big rectangular situation, the source of all the teaxβ The vector π the little list of numbers getting multiplied
π«Ά OUTPUT π«Ά
yβA^T xπ this is what you get back, the transposed product, served fresh
β EXIT STATUS β
The following exit values are returned:
0β The process is normally terminated β slay, everything worked, we love to see itunspecifiedβ An error occurred π not the vibe. something went wrong and the details are, uh, unspecified. lowkey ominous ngl
π SEE ALSO π
lis(3)β the main character, go read it π- http://www.ssisc.org/lis/ β the website, the lore, the whole ecosystem π¦
and that's the page, bestie!! this one came straight out of the Lis Library Functions manual, lis_matvect(3), dated 6 Sep 2012 β yeah she's an elder but she still ate π
β¨ go forth and transpose responsibly π
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