Program Requirements

The Bachelor of Mathematical Sciences requires completion of 144 units, of which:

A maximum of 60 units may come from completion of 1000-level courses

The 144 units must consist of:

36 units from the completion of the following compulsory courses:

MATH1115 Advanced Mathematics and Applications 1

MATH1116 Advanced Mathematics and Applications 2

MATH2222 Introduction to Mathematical Thinking: Problem Solving and Proofs

MATH2305 Applied Mathematics I

MATH2320 Advanced Analysis 1: Metric Spaces and Applications

MATH2322 Advanced Algebra 1: Groups, Rings and Linear Algebra

36 units from completion of 3000- or 4000-level courses from the subject area MATH Mathematics

24 units from completion of courses from the Science course list

48 units from completion of elective courses offered by ANU

Students must achieve a minimum 70% weighted average mark in each period (Summer/First Semester/Autumn and Winter/Second Semester/Spring) in the subject area of MATH in order to continue in the Bachelor of Mathematical Sciences. 

Students who do not achieve a minimum of 70% weighted average mark will be transferred to the Bachelor of Science.

Elective Study

Once you have met the program requirements of your degree, you may have enough electives to complete an additional elective major, minor or specialisation.

Study Options

Admission Requirements

At a minimum, all applicants must meet program-specific academic/non-academic requirements, and English language requirements. Admission to most ANU programs is on a competitive basis. Therefore, meeting all admission requirements does not automatically guarantee entry.

In line with the university's admissions policy and strategic plan, an assessment for admission may include competitively ranking applicants on the basis of specific academic achievement, English language proficiency and diversity factors.

Domestic applicants

→ School leavers will be assessed on:
• the minimum Australian Tertiary Admission Rank (ATAR) requirement or equivalent for this program,
• the co-curricular or service requirement, and
• any program specific requirements that are listed below.

→ Non school leavers:
a) will be assessed on:
• the minimum Australian Tertiary Admission Rank (ATAR) requirement or equivalent for this program,
b) Non school leavers who:
• complete a recognised Australian (or equivalent) post-secondary qualification, or
• complete one standard full-time year (1.0 FTE) of an Australian (or equivalent) degree qualification, or
• complete an approved tertiary preparation course/program without undertaking any further study,
will be assessed on the basis of an equivalent selection rank that is calculated upon application. Non school leavers must also meet any program specific requirements that are listed below.

International applicants

Applicants who complete a recognised secondary/senior secondary/post-secondary/tertiary sequence of study will be assessed on the basis of an equivalent selection rank that is calculated upon application. A list of commonly observed international qualifications and corresponding admission requirements can be found here. Applicants must also meet any program specific requirements that are listed below.

Diversity factors & English language proficiency  
As Australia's national university, ANU is global representative of Australian research and education. ANU endeavours to recruit and maintain a diverse and deliberate student cohort representative not only of Australia, but the world. In order to achieve these outcomes, competitive ranking of applicants may be adjusted to ensure access to ANU is a reality for brilliant students from countries across the globe. If required, competitive ranking may further be confirmed on the basis of demonstrating higher-level English language proficiency.

Prerequisites

ACT: Specialist Mathematics/ Specialist Methods (double major)/ Discrete Mathematics ANU/UC, NSW: Mathematics Extension 2 or equivalent.  More information about interstate subject equivalencies can be found here.

Adjustment Factors

ANU offers rank adjustments for a number of adjustment factors, including for high achievement in nationally strategic senior secondary subjects and for recognition of difficult circumstances that students face in their studies. Rank adjustments are applied to Bachelor degree applicants with an ATAR at or above 70. Points are awarded in accordance with the approved schedules, and no more than 15 points (maximum 5 subject/performance-based adjustments, maximum 10 equity-based adjustments and maximum 5 Elite Athlete adjustments) will be awarded. Please note that Adjustment Factors vary and do not apply to a select few programs,  please visit the ANU Adjustment Factors website for further information.

Scholarships

ANU offers a wide range of scholarships to students to assist with the cost of their studies.

Eligibility to apply for ANU scholarships varies depending on the specifics of the scholarship and can be categorised by the type of student you are.  Specific scholarship application process information is included in the relevant scholarship listing.

For further information see the Scholarships website.

Employment Opportunities

The Bachelor of Mathematical Sciences is designed for students who want a career based in the quantitative modelling of the real world, a research-oriented career in government, commerce or industry, or who are interested in pursuing postgraduate studies.

Mathematical Science graduates have gone on to positions at the CSIRO, the Bureau of Meteorology, Geosciences Australia, the Australian Signals Directorate, Macquarie Bank, Boston Consulting, Treasury, the Australian Tax Office and Google.

See where a Bachelor of Mathematical Sciences could take you: our career wheel will help you turn your interests into a career in science.

Learning Outcomes

Upon successful completion, students will have the skills and knowledge to:

1. Think clearly, sequentially and logically, as demonstrated by the critical analysis of quantitative problems, such as the ability to read, understand and write mathematical proofs.
2. Demonstrate mastery of the concepts and techniques of Advanced Mathematics
3. Communicate concepts and results clearly and effectively both in writing and orally
4. Systematically identify relevant theory and concepts, relate these to appropriate methodologies and evidence, and draw appropriate conclusions
5. Engage in critical review of appropriate and relevant information sources
6. Work and learn in both independent and collaborative ways with others to encompass diverse abilities and perspectives.