# Erna Begović: Normal and structured matrices under unitary structure-preserving transformations

Time: Thu 2019-03-14 14.15 - 15.00

Lecturer: Erna Begović, University of Zagreb

Location: Room F11, Lindstedtsvägen 22, våningsplan 2, F-huset, KTH Campus.

Abstract:   In this talk we study four matrix structures $$\mathcal{S}$$: Hamiltonian, skew-Hamiltonian, per-Hermitian, and perskew-Hermitian. We give structured canonical forms for matrices which are normal and structured for one of the structures $$\mathcal{S}$$ and propose structure-preserving Jacobi-type algorithms for computing these canonical forms. Next, given a structured matrix $$A$$, we consider the problem of finding the closest normal matrix with the same structure.
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