What operator/matrices can be written in Jordan normal form? The wikipedia article is too bad in explaining. Is there any theorem that summarises which operators or matrices can be written in Jordan normal form?
Every square matrix can be written in Jordan Canonical form. This asserts that every linear operator has a basis of generalized eigenvectors.
Every square matrix can be written in Jordan Canonical form. This asserts that every linear operator has a basis of generalized eigenvectors.