Olaf Post

Olaf Post

Universität Trier

H-index: 22

Europe-Germany

About Olaf Post

Olaf Post, With an exceptional h-index of 22 and a recent h-index of 14 (since 2020), a distinguished researcher at Universität Trier, specializes in the field of Funktionalanalysis, Spektraltheorie, Operatortheorie.

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

A geometric construction of isospectral magnetic graphs

Generalised norm resolvent convergence: comparison of different concepts

Quantitative Sobolev extensions and the Neumann heat kernel for integral Ricci curvature conditions

Analytic and Geometric Aspects of Spectral Theory

Isospectral graphs via spectral bracketing

Matching number, Hamiltonian graphs and discrete magnetic Laplacians

Matching number, Hamiltonian graphs and magnetic Laplacian matrices

Spectral preorder and perturbations of discrete weighted graphs

Olaf Post Information

University

Position

Mathematik

Citations(all)

1782

Citations(since 2020)

734

Cited By

1413

hIndex(all)

22

hIndex(since 2020)

14

i10Index(all)

36

i10Index(since 2020)

25

Email

University Profile Page

Google Scholar

Olaf Post Skills & Research Interests

Funktionalanalysis

Spektraltheorie

Operatortheorie

Top articles of Olaf Post

A geometric construction of isospectral magnetic graphs

Analysis and Mathematical Physics

2023/8

Olaf Post
Olaf Post

H-Index: 14

Generalised norm resolvent convergence: comparison of different concepts

Journal of Spectral Theory

2023/5/17

Olaf Post
Olaf Post

H-Index: 14

Quantitative Sobolev extensions and the Neumann heat kernel for integral Ricci curvature conditions

2020

Analytic and Geometric Aspects of Spectral Theory

2022/8/14

Olaf Post
Olaf Post

H-Index: 14

Monika Winklmeier
Monika Winklmeier

H-Index: 6

Isospectral graphs via spectral bracketing

arXiv preprint arXiv:2207.03924

2022/7/8

Olaf Post
Olaf Post

H-Index: 14

Matching number, Hamiltonian graphs and discrete magnetic Laplacians

Linear algebra and its applications

2022/6/1

Olaf Post
Olaf Post

H-Index: 14

Matching number, Hamiltonian graphs and magnetic Laplacian matrices

Linear Algebra and its Applications

2022/6/1

Olaf Post
Olaf Post

H-Index: 14

Spectral preorder and perturbations of discrete weighted graphs

Mathematische Annalen

2022/4

Olaf Post
Olaf Post

H-Index: 14

On open scattering channels for a branched covering of the Euclidean plane

Journal of Spectral Theory

2021/3/1

Olaf Post
Olaf Post

H-Index: 14

Wildly perturbed manifolds: norm resolvent and spectral convergence

Journal of Spectral Theory

2021/3/1

Olaf Post
Olaf Post

H-Index: 14

Graph‐like spaces approximated by discrete graphs and applications

Mathematische Nachrichten

2021/11

Olaf Post
Olaf Post

H-Index: 14

A geometric approximation of δ-interactions by Neumann Laplacians

Journal of Physics A: Mathematical and Theoretical

2021/10/25

Olaf Post
Olaf Post

H-Index: 14

SCHR ODINGER OPERATORS WITH POTENTIAL WAVEGUIDES ON PERIODIC GRAPHS

Operators and Matrices

2020/9/1

Olaf Post
Olaf Post

H-Index: 14

CONVERGENCE OF LAPLACIANS ON SMOOTH SPACES TOWARDS THE FRACTAL SIERPI NSKI GASKET

OPERATORS AND MATRICES

2020/9/1

Olaf Post
Olaf Post

H-Index: 14

Norm convergence of the resolvent for wild perturbations

Analysis and Geometry on Graphs and Manifolds

2020/8/20

Olaf Post
Olaf Post

H-Index: 14

A distance between operators acting in different Hilbert spaces and operator convergence

2020

Olaf Post
Olaf Post

H-Index: 14

Approximation of Magnetic Laplacians on the Sierpinski Gasket by Discrete Magnetic Laplacians

2020

Olaf Post
Olaf Post

H-Index: 14

See List of Professors in Olaf Post University(Universität Trier)

Co-Authors

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