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Contents

Subject Overview

Applied mathematics makes essential contributions to the biological, information and physical sciences, economics, engineering and finance, but can also be applied to communications, linguistics and genetics. From studying climate change, preventing structural damage due to earthquakes, to analysing neuronal dynamics in the brain – Applied mathematics has a role to play. You will gain valuable skills that bring you to the frontiers of knowledge and the thrill of discovery that will provide you with the satisfaction of seeing mathematics at work.

Knowledge and Skills

Postgraduate study in Applied Mathematics focuses on mathematical and computational models to formulate and solve real-world problems from a variety of areas within science and technology.
From analysing the most efficient way to schedule airline routes between cities, to the effects and safety of new drugs, applied maths is a good foundation to apply alongside many other sciences.
You will learn how to build mathematical models, how to formulate mathematical ideas for useful modeling, alongside learning about the solutions of models.

Areas of research interests open to exploration include:
- Advanced numerical analysis
- Advanced partial differential equations
- Applied differential equations
- Dynamical systems
- Linear systems inverse problems
- Mathematical biology

Potential Careers

Postgraduate study in Applied Mathematics mathematics provides you with advanced knowledge and problem-solving skills applicable in a variety of areas within science and technology, such as industry or government, teaching, computer development and programming, systems analysis, operations research, biology and medicine, and many other fields. 

Schedule

Schedule Notes

Prerequisite: A major in Mathematics, or its equivalent approved by the Academic Head or nominee, including MATHS 340, 361 and MATHS 362 or 363, or equivalent courses approved by the Academic Head or nominee

Plan Schedules

Complete 120 points comprising:

  • 90 points from Elective Courses, and
  • Either:
  • 30 points for all Research Project - 1 Semester, or
  • 30 points for all Research Project - 2 Semesters

Elective Courses

Complete exactly 90 points from the following:

Up to 45 points may be substituted from approved 700 level courses in Mathematics or related subjects with approval of the Head of Department.

Research Project - 1 Semester

Complete 30 points for ALL of the following:

Research Project - 2 Semesters

Complete 30 points for ALL of the following: