Why study the Bachelor of Mathematics

The Bachelor of Mathematics is a three-year program catering to high-achieving students seeking to develop a comprehensive specialised knowledge in a field of mathematics or a high level of sophistication in the applications of mathematics.

Mathematics is one of the most enduring fields of study and has consistently been proven as essential in an expanding number of disciplines and professions. Modern computation, advances in scientific technology and the increasing production of data have all increased the scope for applications of mathematics well beyond the traditional areas of engineering and the physical sciences, to include fields such as finance, economics, information technology and molecular biology.

There is increasing recognition that graduates with high-level quantitative and analytic skills will play a key role at the forefront of new developments in these and other fields. Demand is at an all-time high for trained mathematicians. Graduates with a degree in mathematics are respected for their excellent quantitative and problem-solving abilities and gain a wide range of rewarding positions in the public and private sectors.

Summary

  • Program code
    2393
  • 714401
  • Faculty
  • Duration
  • Commencing
    Semester 1 (19 Feb, 2018)
    Semester 2 (23 Jul, 2018)
  • Program level
    Undergraduate
  • Units
    48
  • Delivery location
    St Lucia
  • AQF
    Level 7

Entry requirements

Prerequisites

Year 12 or equivalent English and Mathematics B.

Program structure

Courses

The courses offered in the Bachelor of Mathematics are set out in the course list. Each course is allocated a certain number of units (#). A standard full-time study load is 8 units per semester.

Courses Program Rules

The Program Rules explain what is required to complete the Bachelor of Mathematics. These requirements include the total number of units you need to complete in order to graduate.

Program Rules

To have your degree conferred, you also need to comply with UQ’s policies and rules.

Concurrent diplomas

A concurrent diploma is a diploma-level qualification (AQF 5) that you can study alongside your bachelor's program.

All diplomas are made up of 16 units. You can spread these units across the duration of your bachelor's program, or you can complete these units in an accelerated period.

Concurrent diplomas are available in:

Courses and Programs

Majors

The following is a list of majors available in the Bachelor of Mathematics.

When you graduate, any majors, dual majors and extended majors you have completed will be listed on your degree certificate.

Applied Mathematics

The applied mathematics major focuses on the derivation and evaluation of models in the physical, biological and engineering sciences. Advanced techniques for solving differential equations using advanced mathematics are studied in the second and third year of the major. Computation plays an increasingly large role in the solution of problems in applied mathematics, and the algorithms and ideas which allow their efficient solution form an important part of the field. Courses in the major provide students with the skills to implement and develop these methods.

More information about the Applied Mathematics Major.

Data Analytics and Operations Research

Data analytics and operations research are rapidly growing disciplines that use a range of mathematical, statistical and computational approaches to extract information and make decisions in areas from pure science research to applied business management.

This major will provide students with skills in analysing large and complex data sets and making effective decisions using optimisation techniques.

More information about the Data Analytics and Operations Research Major.

Mathematical Physics

The field of mathematical physics focuses on the mathematical foundations of modern physical theories. It provides the mathematical understanding and tools underpinning a broad range of contemporary science including statistical mechanics, relativity and the quantum theory of many body systems.

Students who undertake a major in mathematical physics will gain the mathematical background required to understand and describe nature at its most fundamental levels. The major will not only prepare students for research in mathematical physics and related disciplines; it will foster creativity and develop high-level skills in critical and analytical thinking, paramount in problem solving.

More information about the Mathematical Physics Major.

Pure Mathematics

The pure mathematics major develops foundations and theory in a broad range of mathematical fields. Students study mathematical concepts in terms of their intrinsic nature and fundamental properties, gaining an appreciation of the ubiquity, universality and beauty of mathematics.

Courses in the major develop high-level skills in critical, analytical and abstract thinking, and provide frameworks for deeper understanding of other areas of mathematics such as applied mathematics, mathematical physics and statistics. The major offers the opportunity to acquire a solid grounding in the key areas of pure mathematics, as well to undertake focused study in advanced courses. Our pure mathematics courses cover areas such as algebra, analysis, combinatorics, geometry, number theory and topology.

More information about the Pure Mathematics Major.

Statistics

Statistics provides the mathematics and techniques necessary for understanding and dealing with chance and uncertainty. It involves the design, collection, analysis and interpretation of data, with the aim of extracting patterns and other useful relationships. A key feature of statistics is the development and use of probabilistic models for random phenomena, which can be analysed and used to make predictions and decisions.

More information about the Statistics Major.

You should refer to the Program Rules for more information. Full definitions of majors are available in the Policies and Procedures Library.

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Undergraduate Study Guide 2018

Undergraduate Study Guide 2018

An introduction to studying at UQ as an undergraduate student, including information about our programs, entry requirements, how to apply, living costs, accommodation and much more.

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Entry Options Guide 2017

Entry Options Guide 2017

Find the best pathway to gain entry to the UQ program that's right for you. This guide includes explanations of different application processes and ways to upgrade your skills and qualifications.

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