University of Adelaide

What you'll study

The Bachelor of Mathematics builds from core mathematical principles in the first year to specialised topics and research-led projects in later years. You will study a combination of pure mathematics, applied mathematics, statistics and computational methods, with opportunities to tailor your degree through optional majors and elective units.

• First year — foundational units such as differential and integral calculus, linear algebra, discrete mathematics and introductory probability and statistics, together with an introduction to mathematical computing and problem solving.
• Second year — core topics including real analysis, ordinary differential equations, intermediate linear algebra, multivariable calculus, probability theory and introductory numerical methods.
• Third year — advanced topics such as abstract algebra, complex analysis, partial differential equations, optimisation, stochastic processes, advanced statistics and computational mathematics. You will also be able to choose from elective units reflecting current applications (for example mathematical modelling, time series, cryptography or mathematical finance).
• Honours (optional fourth year) — research-focused training with a major project or thesis under academic supervision, advanced coursework and preparation for doctoral or professional research careers.

The degree structure is flexible and commonly allows students to complete a single major in Mathematics or combine mathematics with a second major or minor in areas such as Statistics, Computer Science, Actuarial Studies, Finance or Engineering-related subjects. Practical computing skills, mathematical modelling and project work are emphasised to prepare graduates for applied roles.

Entry requirements

Admission is normally based on a successful senior secondary qualification with strong achievement in mathematics subjects. Applicants are typically expected to have completed advanced mathematics in the final year of secondary school; Mathematical Methods (or equivalent) is commonly required, and Specialist Mathematics is recommended for students aiming for the more theoretical streams.

Domestic applicants who do not meet the direct entry standard may be eligible via alternative pathways such as bridging or foundation programs, recognised tertiary study or admission as a mature-age student. International applicants should hold an equivalent secondary qualification and demonstrate proficiency in English through an approved test or recognised qualification. Specific entry criteria, prerequisites and pathways are published by the University of Adelaide and should be checked on the faculty admissions pages.

Career prospects

Graduates of the Bachelor of Mathematics are sought after across a wide range of sectors that rely on quantitative and analytical skills. Typical career destinations include:

• Data scientist, data analyst or business analyst roles in technology, finance, consulting and government agencies.
• Actuarial analyst and risk modelling roles in insurance, superannuation and financial services (further professional study and accreditation are usually required for full actuarial qualification).
• Quantitative analyst and mathematical modeller positions in finance, energy and environmental modelling.
• Software development, algorithm design and computational roles where mathematical rigour and numerical methods are important.
• Research and academic careers following honours and postgraduate study in pure or applied mathematics, statistics or related fields.
• Secondary school mathematics teaching (combined with appropriate education qualifications) and roles in policy, defence and scientific institutions that require strong analytical capability.

Why study at University of Adelaide

The University of Adelaide offers a mathematics degree grounded in strong research activity and close links between teaching and current mathematical practice. Students benefit from access to experienced academic staff working in areas such as analysis, optimisation, applied probability, statistics and computational mathematics, and there are opportunities to participate in research projects and honours supervision.

The program emphasises small-group teaching in advanced units, practical computational training and industry-relevant skills. Collaborative connections with industry, research centres and national networks provide pathways to internships, honours projects and employment. The degree’s flexibility also makes it straightforward to combine mathematical study with complementary disciplines to match individual career goals.