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, pp. 429–437, 2017. Candidate Requirements Strong mathematical background in calculus, linear algebra, and ODEs is essential. Experience in control theory is desirable but not mandatory – a
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Missouri University of Science and Technology | Rolla, Missouri | United States | about 20 hours ago
equations, linear algebra, and statistics. The department has B.S., M.S., and Ph.D. programs, with about 35 graduate students (the majority being doctoral students) and nearly 70 undergraduate majors
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statistics, linear algebra, and differential equations. Prospective adjuncts must be available to teach in-person on the UNT Denton campus. UNT has a highly diverse campus with a wide range of languages spoken
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in calculus, linear algebra, and ODEs is essential. Experience in control theory is desirable but not mandatory – a mathematically literate candidate can quickly fill possible gaps. Most importantly
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development, e.g., SDN and P4. 3. Must have taken coursework in calculus, linear algebra, probability and statistics, and possess experience in mathematical thinking and abstract reasoning. 4. Willingness
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discipline from an accredited institution Experience teaching in the first two years of collegiate Mathematics (such as algebra, pre-calculus, calculus, linear algebra or differential equations; Check the
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for Academic Year 2025-2026: EE 021: Introduction to Electrical Engineering Programming EE 060: Boolean Algebra and Digital Circuits EE 101: Electronic Circuit Design I EE 102: Signal Processing and Linear
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to Electrical Engineering Programming EE 060: Boolean Algebra and Digital Circuits EE 101: Electronic Circuit Design I EE 102: Signal Processing and Linear Systems EE 105: Semiconductor Devices EE 130: Electrical
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Algebra and Digital Circuits EE 101: Electronic Circuit Design I EE 102: Signal Processing and Linear Systems EE 105: Semiconductor Devices EE 130: Electrical Machines EE 150: Digital Communication Other
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, information technology, electrical engineering, physics, mechanical engineering, or a comparable qualification Very good knowledge of mathematics, especially in linear algebra and numerical optimization Understanding