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term [2]. In this context, the aim is to develop NIR-selective photosensitizers, which is precisely the subject of the present PhD offer. The TRANSCEND project, funded by the Pays de la Loire region
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physics groups, as well as the DELPH (Detection and Lasers for Physics) and GTA (Acquisition Techniques Group) groups. The Physics Division is composed of 25 permanent physicists, around 20 PhD students and
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Stage Researcher (R1) Positions PhD Positions Country France Application Deadline 27 Sep 2025 - 12:00 (Europe/Paris) Type of Contract Temporary Job Status Full-time Offer Starting Date 1 Nov 2025 Is the
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FieldMathematicsYears of Research Experience1 - 4 Research FieldHistory » History of scienceYears of Research Experience1 - 4 Additional Information Eligibility criteria - PhD in computer science or applied mathematics
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Requirements Research FieldPhysicsEducation LevelPhD or equivalent LanguagesFRENCHLevelBasic Research FieldPhysicsYears of Research Experience1 - 4 Additional Information Eligibility criteria - PhD in Chemistry
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Requirements Research FieldPhysicsEducation LevelPhD or equivalent LanguagesFRENCHLevelBasic Research FieldPhysicsYears of Research ExperienceNone Additional Information Eligibility criteria ● A PhD in
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://www.abg.asso.fr/fr/candidatOffres/show/id_offre/133223 Requirements Specific Requirements The candidate must have a PhD in computational chemistry, ideally in material and/or surface science. Experience in
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Requirements: • PhD degree in materials science, physics, chemistry or related field. • A very good knowledge of English language, both spoken and written. • Good writing skills, ability to publish and promote
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or equivalent Skills/Qualifications PhD in analytical chemistry, physical chemistry, or materials science. Solid experience in spectroscopy, imaging techniques, and electrochemistry is expected. LanguagesENGLISH
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FieldMathematicsYears of Research ExperienceNone Additional Information Eligibility criteria Academic: PhD in applied mathematics, computer science, or medical physics. Scientific interests: applied mathematics