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2 Mar 2026 Job Information Organisation/Company Ecole Centrale de Lyon Research Field Mathematics Engineering Researcher Profile First Stage Researcher (R1) Positions Master Positions Application
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) analysis on gold surfaces. The student will develop a data analysis method (e.g. statistical methods) to identify the main parameters driving metabolite-surface interactions in the presence of different
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: Skilled in econometrics. Advanced coursework in economics or mathematics. Familiarity in analyzing large data sets, applying econometrics methods. Knowledge of machine learning techniques in data analysis
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University of North Carolina at Charlotte | Charlotte, North Carolina | United States | about 23 hours ago
experience in mathematics; a strong research interest in analysis and related areas; evidence of potential to obtain external funding. Necessary Licenses/Certifications N/A Special Notes to Applicants Required
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Role: Research Associate in Transport Modelling & Analysis Grade and Salary: Grade 7, £37,694 - £47,389 per annum FTE and working pattern: 1FTE, 35hrs per week, Monday – Friday Contract: Fixed Term
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professor with a doctoral degree Department of AI and Nonlinear Analysis A person applying for the position of assistant professor should: • hold a PhD in mathematical sciences in the discipline of computer
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analytical and mathematical skills, including proficiency in quantitative modeling, data analysis, and scientific computing (e.g., R, Python). Strong written and verbal communication skills in English. *for
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their decisions and businesses in their strategies. Do you want to know more about LIST? Check our website: https://www.list.lu/ How will you contribute? The position is in the NMR facility within LIST’s Elemental
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Postdoctoral Research position supports advanced research in artificial intelligence, energyefficient computing, foundational mathematical models, high-performance computing, dimensionality reduction, and
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Novel materials and catalytic processes for the clean-up of organic pollutants in water School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Marco Conte Application