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of spatial, socioeconomic, and cultural contexts in historical change. We have a specific interest in social science history and long-term historical developments and apply theories and methods from the social
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Postdoctoral Research Associate ( Job Number: 25001451) Department of Mathematical Sciences Grade 7: - £38,784 per annum Fixed Term - Full Time Contract Duration: up to 30 months Contracted Hours
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scholarship. Our active GW Postdoctoral Association welcomes your engagement in social and professional activities as you join our research teams. Research guides, coding and data management solutions as
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scholarship. Our active GW Postdoctoral Association welcomes your engagement in social and professional activities as you join our research teams. Research guides, coding and data management solutions as
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to publish research findings and present results at professional conferences. DEPARTMENT SPECIFIC KNOWLEDGE, SKILLS, AND ABILITIES: Knowledge of quantum field theory, nuclear physics and particle physics
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not have exceeded two years previous work at the postdoctoral level at start of appointment. Coding experience in a scientific computing language is desirable (e.g., Python, MATLAB, R, IDL, Fortran, etc
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Inria, the French national research institute for the digital sciences | Villeneuve la Garenne, le de France | France | 3 months ago
Research Framework Programme? Not funded by a EU programme Reference Number 2025-09335 Is the Job related to staff position within a Research Infrastructure? No Offer Description This postdoctoral position
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Previous Job Job Title Post-Doctoral Associate Next Job Apply for Job Job ID 370660 Location Twin Cities Job Family Academic Full/Part Time Full-Time Regular/Temporary Regular Job Code 9546 Employee
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and talented Postdoctoral Researcher to join our team. This position offers a unique opportunity to spearhead the development of structural and multi-body dynamics for wind turbine response and
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are looking for a passionate postdoctoral researcher to join us at the Bosco group and advance theoretical research in solid-state quantum computation, with a focus on spin-based platforms. Our team is actively