MATH 346/377: (Honours) Number Theory

McGill University, Winter 2023

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Course syllabus.

Projects

Members of MATH 377 (Honours Number Theory) completed a 10-15 page paper on a topic of their choice. Here is a collection of some of the completed projects.

• Adam Benzaari. Number Theory in the Islamic World.
• Helena Heinonen. Inventing New Numbers: an exploration of the p-adics.
• Zack Horton. Computing Zeroes of the Riemann Zeta Function.
• Jun Kai Liao. Dirichlet Unit Theorem.
• Taha Rhaouti. Transcendence of e and π.
• Avram Silberztein. The theory of partitions.
• Bronwyn Walsh. Farey Diagrams.
• Anwyn Woodyatt. An Introduction to Gröbner Bases.
• Augustin Wright. On the Multiplicity of the Ramanujan τ function.