Tugay Dağlı

I am a PhD Student and Research Associate at the Chair of Numerical Analysis of Partial Differential Equations, Faculty of Mathematics, Chemnitz University of Technology, under the supervision of Prof. Dr. Fleurianne Bertrand. My research focuses on eigenvalue problems arising from partial differential equations, mixed finite element methods, adaptivity, and multiphysics problems.

Mixed FEM Eigenvalue Problems Adaptivity Multiphysics PDEs Numerical Analysis

Profiles

GitHub Google Scholar ResearchGate ORCID

Contact

Email tugay.dagli@mathematik.tu-chemnitz.de

Phone +49 371 531-37295

Office Room 608
Reichenhainer Straße 41
09126 Chemnitz, Germany

Institution TU Chemnitz · Faculty of Mathematics

Research

Numerical Analysis · Finite Element Methods · Eigenvalue Problems · Multiphysics

Research Talks

Adaptive Mixed Finite Element Method for Stress-Based Formulations of Eigenvalue Problems

GAMM 2026 · Stuttgart, Germany · March 16–20, 2026
Adaptive Mixed Finite Element Method for Stress-Based Formulations of Eigenvalue Problems

Chemnitz Finite Element Symposium 2025 · Mülheim an der Ruhr, Germany · September 15–17, 2025
Adaptive Mixed Finite Element Method for Stress-Based Formulations of Eigenvalue Problems

ENUMATH 2025 · Heidelberg, Germany · September 1–5, 2025
Adaptive Mixed Finite Element Method for the Stokes Eigenvalue Problem

The 30th Biennial Numerical Analysis Conference · Glasgow, Scotland · June 24–27, 2025
Adaptive Mixed Finite Element Method for the Stokes Eigenvalue Problem

GAMM 2025 · Poznań, Poland · April 7–11, 2025
Mixed Finite Element Method for the Stokes Eigenvalue Problem

MESIGA 25 · Potsdam, Germany · March 11–13, 2025
Mixed Finite Element Method for the Stokes Eigenvalue Problem

Chemnitz Finite Element Symposium 2024 · Chemnitz, Germany · September 9–11, 2024
Two Viewpoints on Numerical Simulation of Porous Media

ECCOMAS 2024 · Lisbon, Portugal · June 3–7, 2024
Mixed Finite Element Method for the Stokes Eigenvalue Problem

ECCOMAS 2024 · Lisbon, Portugal · June 3–7, 2024

Organized Meetings

YR 2 – Robust and Reliable Solution Techniques for Multiphysics in Porous Media

GAMM 2026 · Stuttgart, Germany · March 16–20, 2026
Co-organized with Maximilian Brodbeck (University of Stuttgart)
Chemnitz Finite Element Symposium 2024

Chemnitz, Germany · September 9–11, 2024 · Local Organizer

Thesis

T. Dağlı, FEM Approximation of Maxwell Equations: The Source Problem, Eigenproblem, and Electromagnetic Waves

M.Sc. Thesis · Middle East Technical University (METU), 2023

Teaching

TU Chemnitz

Chemnitz, Germany

Teaching Assistant

Numerische Mathematik
Numerical Methods for Ordinary Differential Equations
Optimization and Applications
Optimization for Non-Mathematicians

Middle East Technical University

Ankara, Turkey

Teaching Assistant

Finite Element Methods for PDEs: Theory and Applications
Fundamentals of Machine Learning Algorithms
Numerical Optimization
Introduction to Scientific Computing I
Programming Techniques in Applied Mathematics II