On normal and structured matrices under unitary structure-preserving transformations
arXiv:1810.03369 · doi:10.1016/j.laa.2020.09.019
Abstract
Structured canonical forms under unitary and suitable structure-preserving similarity transformations for normal and (skew-)Hamiltonian as well as normal and per(skew)-Hermitian matrices are proposed. Moreover, an algorithm for computing those canonical forms is sketched.
arXiv commentThe original submission is split into two parts. The manuscript submitted here deals only with the derivation of structured canonical forms for normal structured matrices. 15 pages, 2 figures