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Biology Stanford Cancer Center Postdoc Appointment Term: Open-ended. Appointment Start Date: ASAP Group or Departmental Website: https://rogala.stanford.edu/ (link is external) How to Submit Application
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scientifically contributing to projects in Robotic Manipulation for Space Robotics. The candidate will carry a leading role in this area and support PhD candidates in their thesis research. The candidate will work
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) Positions PhD Positions Application Deadline 10 Mar 2026 - 00:00 (Europe/Warsaw) Country Poland Type of Contract Temporary Job Status Full-time Hours Per Week 40 Offer Starting Date 1 Apr 2026 Is the job
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establishment of field trials Conduct controlled trials under greenhouse conditions testing crop responses to different investigated factors (stresses, amendment, photoperiod, etc.) Develop and deliver training
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the teaching activities as a team member of animal science program at UM6P-ASARI, to support courses related to: Food technology (for farmers). Technology Instrumental process and product control; sensory
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National Aeronautics and Space Administration (NASA) | Pasadena, California | United States | about 2 hours ago
Permanent Residents of the United States. A complete list of Designated Countries can be found at: https://www.nasa.gov/oiir/export-control . Eligibility is currently open to: U.S. Citizens; U.S. Lawful
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Assist with the day-to-day operation of the solid-liquid endstation at HIPPIE Support other postdoctoral researchers and PhD students associated with the APXPS group. Participate in occasional beamtimes
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education are performed in the areas of Communications, Antennas and Optical Networks, Systems and Control, Signal processing and Biomedical engineering, and Electric Power Engineering. We work with
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commercialization of new pharmaceutical products Requires a PhD. https://hope.rutgers.edu/ Position Status Full Time Posting Number 26FA0178 Posting Open Date 03/01/2026 Posting Close Date 09/30/2026 Qualifications
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processes, regularity theory of nonlinear degenerate and singular elliptic and parabolic PDEs, free boundary problems, optimal control of free boundary systems with distributed parameters. Current areas