The Delft Institute for Applied Mathematics (DIAM) at TU Delft invites applications for a full-time PhD position in the field of analysis of partial differential equations (PDEs). The PhD candidate will be supervised by Havva Yoldaş and co‑supervised by Raphael Winter (Cardiff University).
The research topics primarily revolve around PDEs stemming from structured population dynamics and kinetic theory. Examples of such equations include, but are not limited to, kinetic equations such as the Boltzmann and Landau equations. To learn more about the research, visit the research and publications pages of H. Yoldaş and R. Winter.
In this position, the candidate will investigate the qualitative and quantitative aspects of these PDEs employing a diverse range of mathematical tools from PDE theory, functional analysis and probability theory. The specific research direction will be tailored to the candidate’s background, potentially encompassing topics such as well‑posedness, long‑term behaviour, scaling limits and applications of information‑theoretical approaches to PDEs or systems of PDEs. Throughout the PhD, the candidate will be supported in learning new techniques and broadening mathematical background. The candidate will have the opportunity to present their work at national and international conferences and workshops, for which a travel budget is available.
The expected duration of the doctoral candidate’s promotion process is 4 years. The starting date is flexible, with September 2026 as a guideline. The position comes with a light teaching load.
Job requirements- Hold (or soon obtain) a master’s degree in mathematics or a closely related discipline.
- Have a profound knowledge of the mathematical analysis of partial differential equations (and preferably probability theory) as cultivated through training offered by respective courses.
- Have eagerness to explore complex mathematical challenges.
- Have excellent proficiency in English, both written and spoken.
- Be able to work independently and collaboratively.
Doctoral candidates will be offered a 4‑year period of employment, in principle, but in the form of two employment contracts. An initial 1.5‑year contract with an official go/no‑go progress assessment within 15 months, followed by an additional contract for the remaining 2.5 years, assuming everything goes well and performance requirements are met.
Salary and benefits are in accordance with the Collective Labour Agreement for Dutch Universities, increasing from €3059 to €3881 gross per month from the first to the fourth year based on a full‑time contract (38 hours), plus 8 % holiday allowance and an end‑of‑year bonus of 8.3 %. As a PhD candidate you will be enrolled in the TU Delft Graduate School. The Doctoral Education Programme is aimed at developing your transferable, discipline‑related and research skills.
TU Delft offers a customisable compensation package, discounts on health insurance, and a monthly work‑cost contribution. Flexible work schedules can be arranged.
Additional informationFor more information about this vacancy or the selection procedure, please contact Dr. H. Yoldaş via H.Yoldaş@tudelft.nl. In order to simplify communication, please add the prefix [PhDYoldas2026] or the vacancy number to the email’s subject. For information about the application procedure, contact C. Hitzert via C.Hitzert@tudelft.nl.
Location and logisticsWill you need to relocate to the Netherlands for this job? TU Delft is committed to making your move as smooth as possible! The HR unit, Coming to Delft Service, offers information on their website to help you prepare your relocation. In addition, Coming to Delft Service organises events to help you settle in the Netherlands, and expand your social network in Delft. A Dual Career Programme is available to support your accompanying partner with their job search in the Netherlands.
Faculty/Department: Faculty of Electrical Engineering, Mathematics & Computer Science
Salary range: €3059 - €3881
Hours per week: 36–40
FTE: 1
Submission is possible until: 30 Jun 2026
ID job: 3345
#J-18808-Ljbffr€3059 - €3881 monthly