Program Overview
The Mathematics degree at UWA provides a comprehensive study of mathematical principles, theories, and applications. Graduates develop strong analytical and problem-solving skills, along with a solid foundation in various branches of mathematics, including calculus, algebra, and statistics. This program prepares students for a wide range of careers in industries such as finance, technology, and research. UWA's Mathematics program is recognized for its high quality and provides students with the opportunity to work alongside world-class researchers on cutting-edge projects.
Program Outline
Degree Overview:
Mathematics is the language of science, technology, engineering and finance. This major provides a comprehensive study of the principles, theories, and applications of mathematics. You'll develop strong analytical and problem-solving skills, enhance your reasoning abilities, and build a solid foundation in various branches of mathematics. This major provides a strong foundation in mathematics, develops essential analytical and problem-solving skills, and offers opportunities for interdisciplinary exploration. Mathematics provides a comprehensive and in-depth study of the principles, theories, and applications of mathematics. You'll develop strong analytical and problem-solving skills, enhance your reasoning abilities, and build a solid foundation in various branches of mathematics. Essential areas covered include calculus, linear algebra, abstract algebra, probability and statistics, differential equations, mathematical modelling, and more. The single major in Mathematics allows you to undertake a second major in another discipline, for example statistics, physics, computer science, data science, business, or engineering. This interdisciplinary approach enables you to broaden your knowledge and skills, complementing your mathematical expertise with insights from another field. Tailor your studies further by choosing elective units that align with your interests and career goals.
Outline:
Level 1
- Option: Take unit(s) to the value of 6 points:
- MATH1011 Multivariable Calculus (6)
- MATH1013 Mathematical Analysis (6)
- Option: Take unit(s) to the value of 6 points:
- MATH1012 Mathematical Theory and Methods (6)
- MATH1014 Algebra (6)
Level 2
- Core: Take all units (6 points):
- MATH2064 Numerical Methods (6)
- Option: Take unit(s) to the value of 18 points:
- MATH2021 Differential Equations (6)
- MATH2030 Metric Spaces & Measure Theory (6)
- MATH2032 Complex and Fourier Analysis (6)
- STAT2062 Fundamentals of Probability with Applications (6)
Level 3
- Option: Take unit(s) to the value of 24 points:
- MATH3002 Network Science (6)
- MATH3021 Nonlinear Dynamics and Chaos (6)
- MATH3022 Scientific and Industrial Modelling (6)
- MATH3024 Complex Systems (6)
- MATH3031 Algebraic Structures and Symmetry (6)
- MATH3032 Topology and Analysis (6)
- MATH3033 Geometry (6)
- MATH3034 Functional Analysis (6)
- STAT3061 Random Processes and their Applications (6)
- STAT3062 Statistical Science (6)
- STAT3063 Spatial Statistics and Modelling (6)
- STAT3064 Statistical Learning (6)
Careers:
Mathematics provides graduates with strong analytical and problem-solving skills, which are highly valued in a variety of industries. Graduates can choose from a range of careers, depending on their interests and strengths. Industries where they can pursue their careers include finance, technology, education, government, research, consulting, and science.
Other:
UWA is one of the leading universities in Australia and Mathematics is recognised for its high-quality education Graduates are well-equipped to pursue a wide range of career opportunities. Mathematics provides you with a solid foundation in mathematical principles, as well as the ability to apply these principles in real-world contexts which makes graduates highly valuable to employers UWA is home to world-class researchers in mathematics, offering you the opportunity to work alongside these researchers on cutting-edge projects
- explain mathematical concepts and principles that underpin a wide range of applications
- investigate physical, numerical and theoretical problems using appropriate mathematical techniques
- demonstrate an understanding of axiomatic systems and the fundamentals of mathematics, by applying abstract reasoning, rigour and logical deduction
- apply the power of mathematics to model and understand the real world
