20 data-analytics-phd-"https:"-"UNIVERSITY-OF-MACEDONIA-RESEARCH-COMMITTEE" Postdoctoral positions at CNRS
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ExperienceNone Additional Information Eligibility criteria PhD in Mathematics Candidates should preferably have expertise in one of the following areas: Mean value of arithmetic functions Size of sums
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FieldChemistry » Computational chemistryYears of Research Experience1 - 4 Additional Information Eligibility criteria - PhD in (nano)materials or chemistry. - Previous experience in synthesizing hollow fiber
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of Research ExperienceNone Research FieldChemistry » Computational chemistryYears of Research ExperienceNone Additional Information Eligibility criteria - PhD in theoretical physics (condensed matter or quantum
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; • The names and contact information for two referees; • A CV including a list of publications and the date of the PhD defense; • Transcripts and diplomas showing completion of the bachelor's and master's and
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» LinguisticsYears of Research ExperienceNone Research FieldLanguage sciences » LanguagesYears of Research ExperienceNone Additional Information Eligibility criteria Education: PhD in Linguistics, Cognitive Science
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FieldPhysicsEducation LevelPhD or equivalent LanguagesFRENCHLevelBasic Research FieldPhysicsYears of Research Experience1 - 4 Additional Information Eligibility criteria The candidate must hold a PhD in physical
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-synaptic elements Targeted genetic manipulations of the neurons studied Analytical activities Extraction and analysis of transcriptomic data (RNA-seq) from single cells Bioinformatic analyses related
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Information Eligibility criteria Knowledge Requirements: The candidate (M/F) must have a strong background in advanced quantum mechanics, with a PhD in theoretical physics. A solid understanding of quantum
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all necessary analytical tools for the identification and quantification of reaction products. Where to apply Website https://emploi.cnrs.fr/Candidat/Offre/UMR7285-CAMABR-002/Candidater.aspx
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the analysis of data from the ESA Euclid mission—and 21-cm intensity mapping, especially from the SKA Observatory (SKAO). Our goal is to generalize existing analytic methods—particularly the Effective Field