Master of Mathematics in Pure Mathematics - Algebra

Algebra, as it is studied in modern mathematics, is the systematic generalization of arithmetic needed to model or coordinatize objects of interest to mathematicians, using numbers (or their generalizations) and natural operations on them. As the objects being modelled can be quite varied, so are the various branches of modern algebra. Discover the Master of Mathematics in Pure Mathematics program, where you’ll explore the boundary of mathematics and pure reason.With over 80 faculty, postdoctoral fellows and graduate students in the department, the breadth of research in pure mathematics is huge. This grants you the freedom to explore areas of focus that specifically resonate with you. Algebra, analysis, geometry and topology, and number theory make up the core research areas of pure mathematics, all of which can easily be applied to the real world in significant ways. Finance and cryptography are current examples of real-life applications of the field.

An Honours Bachelor's degree (or equivalent) in Mathematics with at least a 78% standingSupervisorsReview the finding a supervisor resourcesSupplementary information form (SIF)The SIF contains questions specific to your program, typically about why you want to enrol and your experience in that field. Review the application documents web page for more information about this requirementIf a statement or letter is required by your program, review the writing your personal statement resources for helpful tips and tricks on completionTranscript(s)ReferencesThree references are required, at least two academic