Summary:
The Mathematics of Computational Science (MACS) group at the University of Twente is offering a four-year PhD position focused on developing adaptive space-time methods for solving time-dependent partial differential equations (PDEs). The position involves research under the supervision of Dr. Gregor Gantner.
PhD Position in Numerical Analysis, University of Twente, Netherlands
Designation:
PhD Candidate in Numerical Analysis
| Category | Details |
|---|---|
| Research Area | Numerical Analysis, Partial Differential Equations |
| Location | University of Twente, Netherlands |
| Eligibility/Qualification | Master’s degree in Mathematics or a closely related field; strong background in numerical methods for PDEs; programming skills in Matlab, Python, Julia, or C/C++. |
| Salary | €3,059 – €3,881 (based on experience) |
| Deadline for Applications | May 20, 2026 |
Job Description:
The candidate will be engaged in designing, analyzing, and implementing numerical algorithms to address parabolic PDEs, focusing on:
- Space-time finite element methods (FEM) and boundary element methods (BEM).
- Development of a-posteriori computable estimators for adaptation of mesh refinement.
- Validation through numerical experiments and theoretical proof of convergence.
The position fosters a collaborative and interdisciplinary environment that emphasizes academic excellence and idea exchange.
How to Apply:
Interested candidates should submit their applications online by including a CV and a motivation letter. For further inquiries, please contact Dr. Gregor Gantner at gregor.gantner@utwente.nl.
Last Date for Application:
May 20, 2026
This scholarship presents a unique opportunity for aspiring researchers eager to contribute to advancements in numerical analysis and computational science.
