faer/linalg/cholesky/llt_pivoting/
mod.rs

1//! the pivoted $L L^\top$ decomposition of a self-adjoint positive definite matrix $A$ is such
2//! that: $$P A P^\top = L L^H$$
3//! where $L$ is a unit lower triangular matrix and $P$ is a permutation matrix
4#![allow(missing_docs)]
5
6pub mod factor;
7pub mod inverse;
8pub mod reconstruct;
9pub mod solve;