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fungal networks. The project is funded by a joint NIH/NSF program at the interface of mathematical and biological sciences. Job description: Lead the design, conduct, and analysis of laboratory experiments
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concentration/functional inequalities Markov processes and stochastic analysis Theoretical analysis of neural networks and deep learning Foundations of reinforcement learning and bandit algorithms Mathematical
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information, please visit https://www.uttyler.edu/about . Why work for UT Tyler? Find out more: Why Work for UT Tyler? Additional Information The retirement plan for this position is Teacher Retirement System
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of Mathematics. This position is intended to start September 16, 2026, and end June 15, 2027. The position is non-renewable. Application Process: Candidates are asked to apply online at https://www.mathjobs.org
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, please review these frequently asked questions . Current Employees and Students: If you are currently employed or enrolled as a student at The Ohio State University, please log in to Workday to use
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Profile PhD in Electrical Engineering, Mechanical Engineering or a related field Background in numerical methods, mathematical modeling, and network simulation or analysis Good understanding of power
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character. The Faculty of Science, Technology and Medicine (FSTM) at the University of Luxembourg contributes multidisciplinary expertise in the fields of Mathematics, Physics, Engineering, Computer
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Institut d’Investigació Biomèdica de Girona Dr. Josep Trueta (IDIBGI-CERCA) | Spain | about 2 months ago
their complications. In the last 5 years, NEH has participated in >130 scientific articles in prestigious journals. NEH group has made substantial contributions to elucidate the role of the gut microbiota
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Ref.: 536944 Work type: Full-time Department: Department of Microbiology, School of Clinical Medicine (20700) Categories: Senior Research Staff & Post-doctoral Fellow Applications are invited
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or ecosystem carbon fluxes and storages from literature sources and databases Development and use of process-based mathematical models of carbon cycle in soils and ecosystems We are particularly interested in