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- XIAN JIAOTONG LIVERPOOL UNIVERSITY (XJTLU)
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mentoring undergraduate students in research projects and teaching courses in areas such as linear algebra, computational methods, probability and statistics, data science, algorithms, artificial intelligence
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., Robotics, Mechatronics, Computer Science, Engineering) Excellent background in mathematics (linear algebra, probability, control, optimisation) Strong programming skills (Python, PyTorch, ROS) Demonstrated
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Master’s degree (or equivalent) in mathematics, computer science, physics, or related field. Sound knowledge in (scientific) machine learning, and knowledge in numerical analysis and numerical linear algebra
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mathematics, e.g., probability theory, linear algebra, differential/integral calculus Prior programming experience in Python is a must, C++ and CUDA experience are a plus Hands-on experience in working with
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candidate will be able to teach Linear Algebra, Digital Systems, Concurrent Programming, and Probability (both Prelims and A8). The exact courses tutored may vary but would likely consist of these. The salary
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Knowledge, Skills and Abilities • Qualified to teach Contemporary Mathematics, College Algebra, Trigonometry, Statistics, Finite Math, Business Calculus, Pre-Calculus, Calculus, and Linear Algebra
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biologically relevant application of linear regression that they learn in algebra. Function Unclassified Positions Scheduled Weekly Hours: 20 Saint Louis University is an equal opportunity/affirmative action
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experience teaching Mathematical Models and a strong background in linear algebra and differential equations are especially encouraged to apply. • Documented evidence of high-quality professional productivity
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: MATH 1111 (College Algebra) MATH 1112 (College Trigonometry) MATH 1441 (Calculus I) MATH 2242 (Calculus II) MATH 2130 (Discrete Mathematics) MATH 2160 (Linear Algebra) MATH 3230 (Ordinary Differential
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, numerical linear algebra, numerical analysis, optimisation, and differential geometry. The project lies at the intersection of numerical linear algebra and Riemannian optimisation, and its main goal is to