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of RF communicating electronic systems to a multitude of waveforms, within the framework of the optimization of a non-linear radar. The candidate for this position will be responsible for : - Setting up
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for synthesizing electrospun membranes tailored to the requirements of our research and development projects. - Optimize synthesis parameters to enhance membrane performance in terms of selectivity, permeability
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conducted within a consortium of laboratories based in Paris. Mission The successful candidate will design, conduct, and coordinate complex experimental work, including optimization of gene expression tools
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(R1) Positions PhD Positions Application Deadline 26 Mar 2026 - 00:00 (UTC) Country France Type of Contract Temporary Job Status Full-time Offer Starting Date 1 Jun 2026 Is the job funded through the EU
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until filled. Required qualifications: The candidate must have a PhD in Quantum, Condensed Matter or Solid-State Physics (or related topics). References: [1] Universal control of a six-qubit quantum
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LanguagesFRENCHLevelBasic Research FieldPhysicsYears of Research ExperienceNone Additional Information Eligibility criteria •PhD in accelerator physics or a related discipline •Training or experience in accelerator physics
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Integration of microglia into assembloid systems and optimization of co-culture conditions Phenotypic characterization of disease-relevant features, including neuronal loss, microglial activation and astroglial
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partnership with the Charles Sadron Institute, - Contributing to the development of dedicated acquisition electronics, - Conducting tests on the developed devices, - Analyzing the obtained data, - Optimizing
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of suitable catalysts and the optimization of operating conditions. This project aims to investigate the catalytic conversion of phenolic monomers via the catalytic hydrogen transfer process in both gas and
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and optimization of metasurfaces exhibiting tailored spectral responses at selected near-infrared wavelengths • Development of angularly robust optical functionalities over wide ranges of incidence