Sort by
Refine Your Search
-
deadline: 10 September 2025 Apply now Help shape the future of biomedical innovation at the Ombion Centre for Animal-Free Biomedical Translation (Ombion CPBT). In this role, you will investigate how
-
Application deadline: 23 September 2025 Apply now Are you eager to advance research at the crossroads of language, AI, and geography? As a PhD candidate in the ERC-funded GeoTrAnsQData project at Utrecht
-
appointment is for four years and will lead to a dissertation. Approximately 10 % of your time will be spent as a teaching assistant. PhD candidates are expected to take several training courses, including
-
. An important aspect of this PhD project is the data-collection, which will start in the summer of 2026. You, together with research assistants, will have an important role in ensuring data are collected from
-
Application deadline: 23 September 2025 Apply now Are you eager to advance research at the crossroads of geography, data, and AI? As a PhD candidate in the ERC-funded GeoTrAnsQData project at Utrecht
-
personal development, you will follow courses and assist in teaching Earth Sciences at Bachelor's and Master's level. Together, these activities amount to twenty percent of the contracted time. Your
-
September 2025 Apply now Join the Van ’t Hoff Laboratory for Physical and Colloid Chemistry at Utrecht University as a PhD candidate in a collaborative, non-hierarchical research environment. You will be part
-
barriers, the societal needs, storm surge barrier and ecological impacts. Key research questions will be: How can adaptation decisions on storm surge barriers in the Dutch delta be linked to other decisions
-
, reflecting your training needs and career objectives. About 20% of your time will be dedicated to this training component, which includes following courses/workshops as well as training on the job in assisting
-
on area 1, and your research should lead to a PhD degree during your appointment. Your research In this role, your research will develop the foundations and push the boundaries of the field of differential