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PhD degree in Mathematics Research experience in at least one of the above mentioned topics Very good written and oral English skills, knowledge of French being an asset We offer Multilingual and
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(FSTM) at the University of Luxembourg contributes multidisciplinary expertise in the fields of Mathematics, Physics, Engineering, Computer Science, Life Sciences and Medicine. Through its dual mission
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Research FieldHistory » History of scienceYears of Research ExperienceNone Additional Information Eligibility criteria The required degree is a PhD in Mathematics. The persons recruited should have expertise
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14 Mar 2025 Job Information Organisation/Company CNRS Department Centre de recherche en mathématiques de la décision Research Field Mathematics History » History of science Researcher Profile
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» BiologyYears of Research Experience1 - 4 Additional Information Benefits The position offers a unique opportunity to work at the intersection of entomology, computer science, and mathematics, contributing
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17 Feb 2025 Job Information Organisation/Company INSERM Research Field Medical sciences » Health sciences Researcher Profile Recognised Researcher (R2) Positions Postdoc Positions Country France Application Deadline 30 Apr 2025 - 20:00 (Europe/Paris) Type of Contract Temporary Job...
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… Requirements Research FieldPhysics » OtherEducation LevelPhD or equivalent Skills/Qualifications • REQUIRED LANGUAGES : ENGLISH: Excellent, FRENCH : Desired • QUALIFICATIONS : PhD or equivalent level in
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(FSTM) at the University of Luxembourg contributes multidisciplinary expertise in the fields of Mathematics, Physics, Engineering, Computer Science, Life Sciences and Medicine. Through its dual mission
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(FSTM) at the University of Luxembourg contributes multidisciplinary expertise in the fields of Mathematics, Physics, Engineering, Computer Science, Life Sciences and Medicine. Through its dual mission
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profile PhD (awarded within the last 5 years) of high quality, ideally in machine learning (in the broad sense), complemented by a strong mathematical foundation in probability and/or statistics Research