Course overview
Provide students with the opportunity to study specialist and advanced topics in pure mathematics benefiting from the expertise of world-leading researchers. The course will develop an advanced area of Pure Mathematics. By interacting with experts at the forefront of their research areas, learners will develop the skills and mindset necessary to contribute meaningfully to the advancement of mathematical theory. The course will equip learners with the skills to excel as innovators in the field of pure mathematics.
Course learning outcomes
- Engage deeply with topics in pure mathematics, demonstrating a nuanced understanding of advanced concepts, theorems, and proofs
- Apply the theory in the course to solve a variety of problems at an appropriate level of difficulty
- Develop advanced problem-solving skills, employing a variety of techniques and strategies to tackle complex mathematical problems and construct rigorous proofs
- Articulate mathematical ideas and proofs with clarity and precision in written form
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The Student Contribution amount displayed below is for students commencing a new program from 2021 onwards. If you are continuing in a program you commenced prior to 1 January 2021, or are commencing an Honours degree relating to an undergraduate degree you commenced prior to 1 January 2021, you may be charged a different Student Contribution amount from the amount displayed below. Please check the Student Contribution bands for continuing students here. If you are an international student, or a domestic student studying in a full fee paying place, and are continuing study that you commenced in 2025 or earlier, your fees will be available here before enrolments open for 2026.