ProfessorsProfessors of Technische Universität BerlinChristian Mehl

Christian Mehl

Technische Universität Berlin

H-index: 25

Europe-Germany

About Christian Mehl

Christian Mehl, With an exceptional h-index of 25 and a recent h-index of 16 (since 2020), a distinguished researcher at Technische Universität Berlin, specializes in the field of Applied and Numerical Linear Algebra - Matrix Theory - Numerical Analysis.

His recent articles reflect a diverse array of research interests and contributions to the field:

First order structure-preserving perturbation theory for eigenvalues of symplectic matrices: Part II

Low-rank perturbation of regular matrix pencils with symmetry structures

Matrix pencils with coefficients that have positive semidefinite Hermitian parts

Correction to: On the Existence of Schur-like Forms for Matrices with Symmetry Structures

Distance problems for dissipative Hamiltonian systems and related matrix polynomials

On the existence of Schur-like forms for matrices with symmetry structures

Christian Mehl Information

University	Technische Universität Berlin
Position	Professor Institut of Mathematics
Citations(all)	2377
Citations(since 2020)	845
Cited By	1975
hIndex(all)	25
hIndex(since 2020)	16
i10Index(all)	45
i10Index(since 2020)	27
Email	Access Email
University Profile Page	Technische Universität Berlin
Google Scholar	View Google Scholar Profile

Christian Mehl Skills & Research Interests

Applied and Numerical Linear Algebra - Matrix Theory - Numerical Analysis

Top articles of Christian Mehl

Title	Journal	Author(s)	Publication Date
First order structure-preserving perturbation theory for eigenvalues of symplectic matrices: Part II	Linear Algebra and its Applications	Fredy Sosa Julio Moro Christian Mehl	2024/2/23
Low-rank perturbation of regular matrix pencils with symmetry structures	Foundations of Computational Mathematics	Fernando De Terán Christian Mehl Volker Mehrmann	2022/2
Matrix pencils with coefficients that have positive semidefinite Hermitian parts	SIAM Journal on Matrix Analysis and Applications	Christian Mehl Volker Mehrmann Michal Wojtylak	2022
Correction to: On the Existence of Schur-like Forms for Matrices with Symmetry Structures	Vietnam Journal of Mathematics	Christian Mehl	2021/12
Distance problems for dissipative Hamiltonian systems and related matrix polynomials	Linear Algebra and its Applications	Christian Mehl Volker Mehrmann Michal Wojtylak	2021/8/15
On the existence of Schur-like forms for matrices with symmetry structures	Vietnam Journal of Mathematics	Christian Mehl	2020/12