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8 May 2024 Job Information Organisation/Company University of Tartu Research Field Physics Researcher Profile Recognised Researcher (R2) Country Estonia Application Deadline 3 Jun 2024 - 23:59
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of multiparameter monitoring and control of the electrospinning process. The ultimate goal is to demonstrate the viability of the developed approach in multilayer electrospinning. The project is part of Estonian
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12 Mar 2024 Job Information Organisation/Company University of Tartu Department Institute of Physics Research Field Physics » Computational physics Chemistry » Computational chemistry Researcher
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chemistry Physics » Condensed matter properties Researcher Profile First Stage Researcher (R1) Country Estonia Application Deadline 30 Apr 2024 - 12:00 (Europe/Tallinn) Type of Contract Temporary Job Status
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the Estonian University of Life Sciences; Support for making arrangements and settling in Estonia. Selection process To participate in the competition, candidates are required to submit the following documents
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consideration for employment without regard to age, ancestry, color, family or medical care leave, gender identity or expression, genetic information, marital status, medical condition, national origin, physical
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. Regarding further information on the application documents and recruitment process please contact TalTech HR [email protected] . Requirements Research FieldTechnology » Energy technologyEducation LevelPhD
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Tallinn University of Technology, Department of chemistry and biotechnology | Estonia | about 1 month ago
starting gross salary package at least 1828 EUR/month, with potential for increase depending on performance • Position comes with full social and medical benefits in Estonia Selection process How to apply
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Accelerate the data analysis process to enable quicker knowledge extraction and sharing Requirements Research FieldComputer scienceEducation LevelMaster Degree or equivalent Research FieldMathematicsEducation
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the broad phenomenology and physical underpinnings of some of the most luminous transient events in the Universe. The successful candidate will work with Dr. Indrek Vurm on theoretical and numerical modeling