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are looking for The following requirements are mandatory: A doctoral degree or an equivalent foreign degree in chemical engineering, mechanical engineering, applied mathematics, or a closely related field. This
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Boise State University, Mathematics Position ID: BSU-PDRF [#27795] Position Title: Position Location: Boise, Idaho 83725-1555, United States of America [map ] Appl Deadline: none (posted 2025/12/02
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project feel free to contact Prof. Joe Bhaseen at joe.bhaseen@kcl.ac.uk . Within King’s, the candidate will be part of the Department of Physics, which belongs to the Faculty of Natural, Mathematical
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project feel free to contact Prof. Joe Bhaseen at joe.bhaseen@kcl.ac.uk . Within King’s, the candidate will be part of the Department of Physics, which belongs to the Faculty of Natural, Mathematical
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Postdoctoral position in the development of an AI-based phenotyping system for high-throughput sc...
pests, or high-throughput phenotyping Solid background in mathematics and scientific programming (R, Python, etc.) along with effective logical reasoning skills Experience with high-performance computing
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pests, or high-throughput phenotyping Solid background in mathematics and scientific programming (R, Python, etc.) along with effective logical reasoning skills Experience with high-performance computing
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for further information on eligibility criteria: http://www.mcgill.ca/gps/postdocs/fellows/registration/eligibility . ** Any offer to non-Canadian citizens/non-permanent residents is contingent on the candidate
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Posted on Thu, 09/11/2025 - 10:56 Important Info Faculty Sponsor First name: Sylvia Faculty Sponsor Last Name: Plevritis Stanford Departments and Centers: Biomedical Data Science Postdoc Appointment
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9 Feb 2026 Job Information Organisation/Company CNRS Department Sciences et Ingénierie, Matériaux, Procédés Research Field Computer science Mathematics » Algorithms Researcher Profile First Stage
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at Ghent University (Belgium) has an open position for a postdoc on a project (funded by the Research Foundation Flanders) entitled “Noisy Cognition as a Unified Driver of Decisions” (joint with Ryan Oprea