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McGill University | Winnipeg Sargent Park Daniel McIntyre Inkster SE, Manitoba | Canada | 19 days ago
: Department of Pharmacology & Therapeutics Course Title and Course Number: Epigenetic Drugs and Targets - PHAR 565 Estimated Number of Positions: 1 Total Hours of Work per Term: 45 hours per position Position
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McGill University | Winnipeg Sargent Park Daniel McIntyre Inkster SE, Manitoba | Canada | about 1 month ago
: Department of Pharmacology & Therapeutics Course Title and Course Number: Epigenetic Drugs and Targets - PHAR 565 Estimated Number of Positions: 1 Total Hours of Work per Term: 45 hours per position Position
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Lecturer (BIOS 691) Winter 2026 BIOS 691 Special Topics in Biostatistics (4 credits) Winter 2026 BIOS 691: The aim of this course is to provide researchers with an introduction to practical Bayesian methods
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expertise/interest in Bayesian methods for addressing measurement error. Ideally PhD within the last 5 years. Advanced level experience with R, desired knowledge of Nimble, Overleaf. Excellent communication
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datasets. Proficiency with geometric morphometrics and image alignment. Proficiency in applying quantitative genetic methods to large datasets. Proficiency with large-scale animal models using Bayesian
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-country survey datasets for comparative analysis. Conceptualize and refine a theoretical framework integrating intersectionality and stigma processes. Develop and code a Bayesian meta-regression to pool and
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theory, stochastic dynamical systems, hierarchical Bayesian models, optimization, mean field games, and applications of these methods to renewable energy related topics such as atmospheric modeling, wind
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addition, Evaluators monitor admission targets within each program to ensure enrolment targets are met but not exceeded. Each Evaluator must follow established work priorities and is accountable to ensure
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all Master’s Programs. Identify their target market and determine the best approach for their respective programs in order to attract and create a viable applicant pool. Develop recruitment policies
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series, and Bayesian analysis. In applied mathematics, these include information theory, coding theory, control theory, fluid mechanics, and mathematical biology. Further details on the departmental