Mathematics and Statistics major (MJD-MTHST)
Mathematics is humanity's most powerful tool for comprehending the universe and is essential for many fields of modern endeavour such as science, technology, engineering and finance. It also underlies data analysis, forecasting, modelling, decision-making and problem-solving principles. Mathematicians contribute creatively to almost every aspect of modern life. This major will equip you with the mathematical tools and techniques of at least two of the three key disciplines of pure mathematics, applied mathematics and mathematical statistics.
Outcomes
Students are able to (1) pure mathematics—(a) apply abstract reasoning, rigour and logical deduction; (b) demonstrate an understanding of axiomatic systems and the fundamentals of mathematics; (c) establish the truth of a statement; and (d) write correct and convincing proofs; (2) applied mathematics—(a) apply the power of mathematics to model and understand the real world; (b) demonstrate an understanding of continuous and discrete mathematics models, dynamical systems and methods of approximation and simulation; (c) model real-world phenomena in the language of mathematics; (d) reduce a problem to mathematically tractable elements; and (e) evaluate the applicability of a mathematical solution to the original problem; and (3) statistics—(a) apply appropriate techniques to the collection, visual presentation, analysis and interpretation of data from a wide range of sources; (b) explain the mathematical and practical consequences of chance variation in both the source and collection of data and how to make decisions taking these factors into account; (c) model real-world phenomena involving unpredictable variation in the language of mathematics; (d) select appropriate mathematical/statistical models of data generating mechanisms; (e) use modern statistical computing packages for statistical analysis and simulation.
Broadening guidelines
All students studying towards a Bachelor's Degree at UWA are required to Broaden their studies by completing a minimum of four units (24 points) of study outside their degree specific major. Broadening is your opportunity to explore other areas of interest, investigate new disciplines and knowledge paradigms and to shape your degree to suit your own aspirations and interests. Many of you will be able to undertake more than this minimum amount of broadening study and we encourage you to do so if this suits your aspirations. Over the next few months you will find here some broadening suggestions related to your degree-specific major. While we know that many students value guidance of this sort, these are only suggestions and students should not lose sight of the opportunity to explore that is afforded by your Broadening Choices. Advice can also be sought from your Allocated Student Advising Office.
Mathematics and Statistics can be taken as a degree-specific major in the following degree courses:
Overview of unit sequence
Mathematics and Statistics is a degree-specific single major comprising:
- three Level 1 units
- three Level 2 units
- four Level 3 units
Key to availability of units: |
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S1 = Semester 1; S2 = Semester 2 |
Level 1
Take all units (18 points):
Availability | Unit code | Unit name | unit requirements |
---|---|---|---|
S1, S2 | MATH1011 | Multivariable Calculus |
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S1, S2 | MATH1012 | Mathematical Theory and Methods |
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S1 | SCOM1101 | Communicating Science |
|
Level 2
Take all units (18 points):
Availability | Unit code | Unit name | unit requirements |
---|---|---|---|
S1 | MATH2021 | Introduction to Applied Mathematics | |
S1 | MATH2031 | Introduction to Pure Mathematics | |
S2 | STAT2062 | Fundamentals of Probability with Applications |
Level 3
Take unit(s) to the value of 24 points:
Availability | Unit code | Unit name | unit requirements |
---|---|---|---|
S1 | MATH3002 | Network Science |
|
S1 | MATH3021 | Nonlinear Dynamics and Chaos |
|
S2 | MATH3022 | Scientific and Industrial Modelling |
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S2 | MATH3024 | Complex Systems |
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S1 | MATH3031 | Algebraic Structures and Symmetry |
|
S2 | MATH3032 | Topology and Analysis |
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S2 | MATH3033 | Geometry |
|
S1 | STAT3061 | Random Processes and their Applications | |
S1 | STAT3062 | Statistical Science | |
S2 | STAT3063 | Spatial Statistics and Modelling | |
S2 | STAT3064 | Statistical Learning |
|
Choosing your degree-specific major
General degrees
You must satisfy the requirements of a degree-specific major before you complete your course. The flexible structure of an undergraduate course allows you to try out a number of different subjects to see what interests you before nominating your degree-specific major. You have the choice to either nominate your degree-specific major when you first enrol in the course or delay nominating it until your second year.
To plan the first year of your study without nominating a degree-specific major, you are advised to choose units that will pave the way to two or more degree-specific majors that are of interest to you. For examples of the choice of units available in first year, search the first-year study plans .
To fully understand the structure of an undergraduate course, read the course structure information and the Undergraduate Degree Course Rules.
The following example illustrates how the Mathematics and Statistics degree-specific major can be included in the Bachelor of Science course.
Example Study Plans
There are more choices open to you. For more examples, search the study plans .
Specialised degrees – Bachelor of Advanced Computer Science (Honours), Bachelor of Automation and Robotics, Bachelor of Environmental Design, Bachelor of Music
You must satisfy the requirements of the degree-specific major in your degree before you complete your course.
Bachelor of Philosophy, Politics and Economics
This comprehensive degree does not require you to choose a degree-specific major.
Choosing a second major
You also have the option to choose a second major from those available in the Bachelor of Arts, Bachelor of Biomedical Science, Bachelor of Commerce, Bachelor of Design Only available to re-enrolling students. and Bachelor of Science courses, giving you the opportunity to pursue your interests no matter how different they are.
For more examples of combinations of majors, search the study plans .