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Eligibility criteria * PhD in microbiology, bacterial genetics, molecular biology, genomics, or a related field. * Strong experimental experience in bacterial microbiology. * Demonstrated experience in
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characterization of microfabricated optomechanical devices used as gravity sensors. The postdoctoral researcher will also contribute to the scientific supervision of a PhD student working on these topics. Design
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, as well as a large community of PhD students, postdoctoral researchers, and other research associates. The laboratory conducts internationally recognized research in atmospheric chemistry, air quality
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PhD student, as well as dissemination of the results (publications, conferences). Saint-Gobain offers innovative solutions for the construction market. Among these, functionalized glazing for enhanced
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to publicly available data, in particular from DESI/Euclid and the Fermi-LAT telescope. Qualifications: Applicants should have: a PhD in cosmology or astrophysics (completed by the start date), demonstrated
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the development and operation of superconducting qubits. You will be working closely with PhD students and other postdoctoral researchers and will be able to benefit from the expertise developed there and
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LanguagesFRENCHLevelBasic Research FieldMathematicsYears of Research ExperienceNone Research FieldHistory » History of scienceYears of Research ExperienceNone Additional Information Eligibility criteria PhD in mathematics
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. This team comprises 30 members, including 9 researchers, 3 technical staff, 3 postdoctoral researchers, 7 PhD students and 8 trainees. Its research focuses on three main areas: heterogeneous catalysis
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electromagnetism (PhD level). - cleanroom nanofabrication skills. - experimental techniques in optics and optoelectronics. - ability to work in a team within a collaborative project. Website for additional job
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FieldEngineering » Materials engineeringYears of Research Experience1 - 4 Additional Information Eligibility criteria Knowledge of physical and/or mathematical modelling; Knowledge of differential equations