Prof. Dr. Konstantin Pankrashkin

uol.de/pankrashkin

Final theses

PhD theses: My entry in the Mathematics Genealogy Project

Here are the topics of some of the Bachelor’s and Master’s theses I have supervised:

Year

TopicType

2026

A spectral approach to the maximum cut problem on graphsBA (Teacher Training in Mathematics)

2026

Spectral theorem and spectral measures for self-adjoint operators in Hilbert spacesBA (Mathematics)

2025

On eigenvalue asymptotics for the Schrödinger operator with a strong delta interaction supported on a curve with cornersMA (Maths)

2025

Boundary conditions and self-adjointness for Sturm-Liouville operators with applications to quantum mechanicsBA (Physics)

2024

Mathematical and practical significance of the burning number of graphsBA (Teacher Training in Mathematics)

2024

Analytical and geometric significance of the Laplace eigenvalues of graphsMA (M.Ed. Math.)

2023

Existence and non-existence of eigenvalues for Laplace operators in waveguidesBA (Maths)

2023

Asymptotic behaviour and inequalities for Robin-Laplace eigenvalues with large negative parameters in boundary conditionsBA (Maths)

2022

Curvature and geometric properties of plane curvesBA (Teacher Training in Mathematics)

2021

Trace theorems on infinite treesMA (Mathematics)

2021

Herglotz–Nevanlinna functions: integral representations and applications to differential equationsBA (Maths)
(Changed: 10 Jul 2026)  Kurz-URL:Shortlink: https://uol.de/p110527en
Zum Seitananfang scrollen Scroll to the top of the page

This page contains automatically translated content.