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: presentations in schools, Algebra II to pre-calculus summer bridge program, scholarship recruitment and awards, cohort meetings, mentoring and tutoring program, research projects (, STEM Showcase, and the annual
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Complexity» (NewPC). About the project/work tasks The project aims to develop multivariate algorithmic and complexity tools for optimization problems involving geometric and algebraic objects such as points
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computation in classical and algebraic frameworks. This is an active area within logic in computer science and database theory with many possible research directions. The supervisor will help the selected
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. Must be able to prioritize with accuracy and dependability. Desired Qualifications* Completion of a Pharmacy Technician training program. Basic algebra including performing pharmacy calculations
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Chemistry/Math/Physics - Mathematics - Temporary Full-time or Temporary Part-time Pool - 2019 - 2022
full-time positions through the temporary pool. Mathematics courses typically taught by temporary faculty include: Basic Algebra Intermediate Algebra Excursions in Mathematics Quantitative Reasoning
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at the level of advanced undergraduate mathematics, including, but not limited to: Calculus 1, Calculus 2, Calculus 3, Differential Equations, Proof-Based Linear Algebra, and major’s level courses in
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and written communication skills in English English requirements for applicants from outside of EU/ EEA countries and exemptions from the requirements: https://www.mn.uio.no/english/research/phd
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part-time faculty teaching opportunities for the 2025-2026 Academic year within the following areas: Teaching algebra based first year sequence Teaching physics to the non-science students Teaching basic
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. Basic algebra including performing pharmacy calculations is also highly desired. The State of Michigan Department of Licensing and Regulatory Affairs (LARA) requires all Pharmacy Technicians to be
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for applicants from outside of EU/ EEA countries and exemptions from the requirements: https://www.mn.uio.no/english/research/phd/regulations/regulations.html#toc8 Grade requirements: The norm is as follows