Weyr canonical form
= Weyr canonical form
{wiki=Weyr_canonical_form}
Weyr canonical form is a representation of a matrix that displays its structure in a standardized way, similar to Jordan canonical form, but with some differences. It specifically relates to the eigenvalues and the generalized eigenvectors of a matrix, particularly in the context of linear algebra. In the Weyr canonical form, the matrix is represented in a way that organizes the eigenvalues and their corresponding generalized eigenvectors into blocks.