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the application period, reopen the application process, and to consider candidates who have not submitted applications during the application period. We aim to have a transparent and equal recruitment process, so
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Prof. Tuomas Hytönen and/or Prof. Riikka Korte (firstname.lastname@aalto.fi). In application process related questions, please contact HR Partner Johanna Glader (firstname.lastname@aalto.fi) We are not
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the agreement, JYU is committed to complying with the CoARA principles. Our application process is transparent, professional and international. We communicate openly with the applicants throughout
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. Understanding these processes requires the integration of detailed site‑level observations with large‑scale data synthesis. Our project combines both approaches to reveal how short‑term climatic extremes alter
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of project fit during the interview process. We expect applications to reflect the applicant’s own thinking and writing. Other attachments (letters, certificates) are not required at this stage. Further
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on nucleosynthesis calculations and modelling of the rapid proton capture process in thermonuclear x-ray bursts and/or the rapid neutron capture process in neutron-star mergers. Combined with the nuclear theory group
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algebras, tensor categories, lattice models of statistical physics, conformally invariant random processes, formalization of mathematics (preferably in Lean). The working language of the group is English
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live in, located in southwest Finland where the weather is temperate and transport connections are good via Helsinki, Stockholm, and Copenhagen. FINCA takes care of Finnish co-operation with the European
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closing date for applications is 5pm Eastern European Time on Friday the 27th February 2026. We will process applications already during the application period and the position will be filled as soon as a
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button. The closing date for applications is 28 February 2026 at 23:59 EEST. We will process applications already during the application period and the position will be filled as soon as a suitable