PhD Position in Numerical Analysis: Join a stimulating research environment at Radboud University, where you can contribute to groundbreaking research in numerical methods for inverse problems in wave propagation. This PhD position aims to develop and analyze computational tools capable of achieving high-resolution reconstructions in wave scattering while quantifying their reliability.
PhD Position in Numerical Analysis for Inverse Wave Scattering
Designation
PhD Candidate in Numerical Analysis for Inverse Wave Scattering
| Field | Details |
|---|---|
| Research Area | Numerical Analysis, Wave Propagation, Inverse Problems |
| Location | Radboud University, Nijmegen, Netherlands |
| Eligibility/Qualification | Master’s degree in Mathematics or equivalent; strong background in numerical analysis and partial differential equations; experience in scientific computing or programming (e.g., Python) is preferred. Knowledge of uncertainty quantification or inverse problems is a plus. |
| Gross Monthly Salary | €3,059 – €3,881 |
| Employment Type | Full-time (1.0 FTE) |
| Funding Duration | 4 years (evaluation after 1.5 years) |
| Application Deadline | 08 January 2026 |
Description
As a PhD candidate, you will:
- Devise and analyze new methods for numerical analysis in wave scattering.
- Engage in light teaching duties (10%).
- Participate in conferences and workshops.
- Publish findings in peer-reviewed journals.
The position is funded for four years, leading to a PhD degree upon successful completion. You will be part of the Department of Mathematics and work closely with an active academic community focused on pushing the limits of numerical analysis and computation in wave equations and inverse problems.
How to Apply
Interested candidates should apply via the university’s application portal. Address your letter of application to Laura Scarabosio and include the required documents as specified in the application form.
Last Date to Apply
08 January 2026
For more information or to learn more about the application procedure, please contact: laura.scarabosio@ru.nl.
