Summary
The Mathematics of Computational Science group at the University of Twente is offering a fully funded four-year PhD position focused on the design, numerical analysis, and implementation of adaptive space-time methods for time-dependent partial differential equations. This position is a part of the Dutch Research Council (NWO) funded Vidi research project.
Designation
PhD Candidate
Table
| Details | Information |
|---|---|
| Hours | 40 hours per week |
| Salary | €3,059 – €3,881 gross/monthly (based on full-time) |
| Deadline for Applications | May 21, 2026 |
Research Area
Adaptive methods for time-dependent partial differential equations, focusing on numerical analysis, space-time finite element methods (FEM), and space-time boundary element methods (BEM).
Location
University of Twente, Enschede, Netherlands
Eligibility/Qualification
- Master’s degree in Mathematics or a closely related field.
- Strong background in numerical analysis, specifically for partial differential equations.
- Proficient programming skills in at least one of the following: Matlab, Python, Julia, or C/C++.
- Creative and analytical mindset, capable of independent work, and possessing a good team spirit.
- Proficiency in English.
Job Description
The selected candidate will:
- Investigate and contribute to advancing adaptive methods for solving parabolic PDEs.
- Develop suitable a-posteriori computable estimators for discretization error.
- Implement and validate theoretical results through numerical experiments.
- Collaborate within a stimulating international research environment.
How to Apply
Interested candidates should apply via the ‘Apply now’ button on the vacancy page and include:
- A CV
- Motivation letter
- References
- A list of courses attended and grades obtained
- (If applicable) a list of publications
For more information, contact Dr. Gregor Gantner at gregor.gantner@utwente.nl.
Last Date for Apply
May 21, 2026
Take the chance to join a collaborative environment dedicated to advancing computational science!
