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electromagnetic (EM) theory/modeling, at the Electrical and Computer Engineering Department, and in collaboration with the Applied Mathematics Department, Santa Clara University. This is an in-person position
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leverages the current moment of revolutionary science and fosters deep omnidirectional collaboration across sectors, seeking to change the way that research in early childhood is conducted, communicated, and
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» Electrical engineering Engineering » Other Researcher Profile First Stage Researcher (R1) Country Finland Application Deadline 16 Jan 2026 - 21:59 (UTC) Type of Contract Temporary Job Status Full-time Is the
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the research and education sector. The Department of Mathematical Sciences is one of seven departments in the Faculty of Information Technology and Electrical Engineering . Apply for this job Deadline 28th
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of eight departments in the Faculty of Engineering. Where to apply Website https://www.jobbnorge.no/en/available-jobs/job/292340/postdoctoral-fellow-in-ri… Requirements Research FieldEngineeringEducation
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engineering colleges in Texas (https://www.uta.edu/engineering ). Active research areas include optics and photonics; power electronics; renewable energy and energy storage, electric propulsion; power systems
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» OtherYears of Research ExperienceNone Research FieldTechnology » Electrical technology Additional Information Benefits Funded by CNES : https://cnes.fr/theses-post-doctorats Eligibility criteria The candidates
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California State University, San Bernardino | San Bernardino, California | United States | 1 day ago
Statistics Act, California Education Code section 67380, and the Higher Education Opportunity Act (HEOA), the Cal State San Bernardino Annual Security and Fire Safety Report is available at: https
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novel combinatorial, algebraic, and probabilistic tools, you will work on resolving fundamental extremal problems in the area of finite geometry. These problems have connections to Ramsey theory, coding
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combinatorial, algebraic, and probabilistic tools, you will work on resolving fundamental extremal problems in the area of finite geometry. These problems have connections to Ramsey theory, coding theory, and