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available1Company/InstituteRuđer Bošković InstituteCountryCroatiaCityZagrebPostal Code10000StreetBijenička cesta 54Geofield Contact City Zagreb Website http://www.irb.hr Street Bijenička cesta 54 Postal Code 10000 E
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-10000StreetBijenička cesta 54Geofield Contact City Zagreb Website http://www.irb.hr/eng/Research/Divisions/Division-of-Physical-Chemistry Street Bijenicka cesta 54 Postal Code 10000 E-Mail krunoslav.uzarevic@irb.hr
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Max Planck Institute for Political and Social Science, Göttingen | Gottingen, Niedersachsen | Germany | about 4 hours ago
Job Code: PIC20260327 Job Offer from March 27, 2026 The Max Planck Institute for Political and Social Science in Göttingen conducts interdisciplinary research into pressing issues of social and
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Website https://www.ftmc.lt/ Street Savanorių ave. 231 Postal Code 02300 E-Mail admissions@ftmc.lt STATUS: EXPIRED X (formerly Twitter) Facebook LinkedIn Whatsapp More share options E-mail Pocket Viadeo
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Max Planck Institute for Political and Social Science, Göttingen | Gottingen, Niedersachsen | Germany | about 4 hours ago
Job Code: PIC20260326 Job Offer from March 27, 2026 The Max Planck Institute for Political and Social Science in Göttingen conducts interdisciplinary research into pressing issues of social and
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outside of EU/ EEA countries and exemptions from the requirements: https://www.mn.uio.no/english/research/phd/regulations/regulations.html#toc8 Desirable experience (in ranked order): • Research in
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maximum of two times (i.e. on two different projects) and only with candidates whose period between the enrolment in doctoral studies and this employment is no longer than 10 years. A work contract with a
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http://www.irb.hr/eng/Research/Divisions/Division-of-Molecular-Biology Street Bijenicka 54 Postal Code 10000 E-Mail natjecaji.pisarnica@irb.hr STATUS: EXPIRED X (formerly Twitter) Facebook LinkedIn
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ability in English. English requirements for applicants from outside of EU/ EEA countries and exemptions from the requirements: https://www.mn.uio.no/english/research/phd/regulations/regulations.html#toc8
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getting Bayesian type uncertainty for parameters given data (i.e., a posterior type distribution over the parameter space) without specifying a model nor a prior. Such methods can in principle be applied