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Mathematics Astronomy Physics Researcher Profile Recognised Researcher (R2) Established Researcher (R3) Application Deadline 6 Sep 2026 - 23:59 (UTC) Country Japan Type of Contract Permanent Job Status Not
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., mathematics, theoretical neuroscience, computer science) is a necessity. Experience with artificial intelligence models or neural-inspired computing is strongly preferred. On any given day, you may be called
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of the participant and at the discretion of ORNL as the hosting facility. Appointments will not exceed one year but may be renewed upon appropriate review. Qualifications Eligibility Requirements To be considered
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the discretion of ORNL. Appointments may be extended in increments of up to one year, contingent upon project needs and funding availability.. Nature of the Appointment Participants will not enter into an employee
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https://ore.ucc.ie/ The University, at its discretion, may undertake to make an additional appointment(s) from this competition following the conclusion of the process. Informal enquiries can be made in
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, Department of Mathematics, University of Michigan, 2074 East Hall, 530 Church Street, Ann Arbor, MI 48109-1043. Salary is competitive and there are also opportunities for supplemental summer salary. Please
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the appointment for a second year contingent on an annual review. There is potential to extend the appointment for additional years at the discretion of the sponsoring office and program funding. With guidance from
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below. It will be at the discretion of the recruiting panel as to whether they will also consider any desirable criteria, but we would urge candidates to provide evidence for all criteria. While some
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Postdoctoral Research Associate - CONUREP (Convergence of unitary representations) ( Job Number: 26000798) Department of Mathematical Sciences Grade 7: - £38,784 to £46,049 per annum Fixed Term
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the person specification below. It will be at the discretion of the recruiting panel as to whether they will also consider any desirable criteria, but we would urge candidates to provide evidence for all