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lives, increase profits and minimize resource usage. Considerable attention in the course is devoted to applications of computational and modeling algorithms to finance, risk management, marketing, health
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technical subjects such as programming, data science, machine learning, and algorithmic fairness is highly desirable. Candidates must have teaching experience in a degree-granting program, including lecture
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with our interdisciplinary team of scientists and engineers. Responsibilities include but are not limited to Experimental Design and Execution, Computational Modeling, Prototype Development, Data
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. In order to address systemic barriers and increase diversity in the Canada Research Chairs Program and meet government-mandated requirements , selection will be limited to candidates who identify as
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Sessional Instructional Assistant - MAT302H5F - Intro to Algebraic Cryptography (emergency posting)1
University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | about 7 hours agocryptography, from Euclid to Zero Knowledge Proofs. Topics include: block ciphers and the Advanced Encryption Standard (AES); algebraic and number-theoretic techniques and algorithms in cryptography, including
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electrolysis, carbon dioxide electrolysis, and fundamental transport in porous media. The Research Associate will work directly under the supervision of Prof. Aimy Bazylak of the MIE Department to perform
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agreement shall prevail. Application instructions: Applications should be emailed to history.cupe3@utoronto.ca , addressed to the Associate Undergraduate Chair, Prof. Heidi Bohaker and must include: Closing
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to history.cupe3@utoronto.ca , addressed to the Associate Undergraduate Chair, Prof. Heidi Bohaker and must include: Closing Date: June 16, 2026
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Undergraduate Chair, Prof. Heidi Bohaker and must include: Closing Date: June 16, 2026
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), debuggers, code verifiers and unit test frameworks and gain experience in graphical user interface design and algorithm development. Posting end date: July 11, 2025 Number of positions (est): One (1) position