Bachelor of Mathematical Sciences (Advanced) (BMaSc(Adv))

Program Code

BMSAD

Program Minimum Units

72

Standard Duration

3 Years

Program Faculty

Faculty of Engineering, Computer and Mathematical Sciences

AQF Level

07

Academic Year

2017

Special Notes

These Program Rules should be read in conjunction with the University's policies (http://www.adelaide.edu.au/policies).

Overview

The Bachelor of Mathematical Sciences (Advanced) is designed for high achieving students seeking mathematical and statistical training with a strong emphasis on research skill development. Students undertake a structured program of study that introduces the fundamentals of mathematics and statistics and leads to a specialisation in at least one of the major areas of applied mathematics, pure mathematics or statistics. Exposure to the research culture across the breadth of the mathematical sciences is developed through the courses Advanced Mathematical Perspectives I, Advanced Mathematical Perspectives II and Advanced Mathematical Perspectives III, which are specific to this program. Students in this program will have the early opportunity to engage with the academic and research culture within the School of Mathematical Sciences through participation in the School colloquium and seminar series. Students completing the Bachelor of Mathematical Sciences (Advanced) will be automatically eligible for entry to the Bachelor of Mathematical Sciences (Honours) program.
Students enrolled in this program must maintain a GPA of 5.0 or will be required to transfer to the Bachelor of Mathematical Sciences.
The Bachelor of Mathematical Sciences (Advanced) is an AQF Level 7 qualification with a standard full-time duration of 3 years.

Academic Program Rules for Bachelor of Mathematical Sciences (Advanced)

There shall be a Bachelor of Mathematical Sciences (Advanced).

Qualification Requirements
Academic Program: 

To qualify for the degree of Bachelor of Mathematical Sciences (Advanced), the student must complete satisfactorily a program of study consisting of the following requirements with a combined total of not less than 72 units, comprising:

  1. Level I courses to the value of at least 18 units
  2. Level II courses to the value of at least 21 units
  3. Level III courses to the value of at least 24 units, with Mathematical Sciences courses to the value of at least 18 units
  4. A major to the value of 24 units may be taken in one of the following:
    • Applied Mathematics
    • Pure Mathematics
    • Statistics
  5. A double major to the value of 24 units may be taken in one of the following:
    • Applied Mathematics and Pure Mathematics
    • Applied Mathematics and Statistics
    • Pure Mathematics and Applied Mathematics
    • Pure Mathematics and Statistics
    • Statistics and Applied Mathematics
    • Statistics and Pure Mathematics 
Bachelor of Mathematical Sciences (Advanced)

To satisfy the requirements for Bachelor of Mathematical Sciences (Advanced) students must complete courses to the value of 72 units.

Core

All of the following courses must be completed:

Subject / Catalogue Course Title Unit Value
COMP SCI 1012 Scientific Computing 3
MATHS 1011 Mathematics IA 3
MATHS 1012 Mathematics IB 3
MATHS 1008 Mathematics for Information Technology I 3
MATHS 1015 Advanced Mathematical Perspectives I 3
MATHS 2100 Real Analysis II 3
MATHS 2101 Multivariable & Complex Calculus II 3
MATHS 2102 Differential Equations II 3
MATHS 2103 Probability & Statistics II 3
MATHS 2203 Advanced Mathematical Perspectives II 3
MATHS 3020 Advanced Mathematical Perspectives III 3
STATS 1005 Statistical Analysis & Modelling 1 3

Electives

Electives to the value of 36 units including:

Level I, II or III Electives from any discipline (9 units)
Level II Electives from any discipline (6 units)
Level III Electives from any discipline (6 units)
Level III Mathematical Sciences Electives (15 units)

Electives may be chosen from courses offered by the School of Mathematical Sciences, School of Computer Sciences or any other undergraduate courses offered by the University that are available to the student.
 

Applied Mathematics Courses

Subject / Catalogue Course Title Unit Value
APP MTH 2105 Optimisation and Operations Research II 3
APP MTH 3001 Applied Probability III 3
APP MTH 3002 Fluid Mechanics III 3
APP MTH 3014 Optimisation III 3
APP MTH 3016 Random Processes III 3
APP MTH 3020 Stochastic Decision Theory III 3
APP MTH 3021 Modelling with Ordinary Differential Equations III 3
APP MTH 3022 Optimal Functions and Nanomechanics III 3
APP MTH 3023 Partial Differential Equations and Waves III 3

Mathematical Sciences Courses

Subject / Catalogue Course Title Unit Value
MATHS 2104 Numerical Methods II 3
MATHS 3012 Financial Modelling: Tools & Techniques III 3

Pure Mathematics Courses

Subject / Catalogue Course Title Unit Value
PURE MTH 2106 Algebra II 3
PURE MTH 3002 Topology and Analysis III 3
PURE MTH 3003 Number Theory III 3
PURE MTH 3007 Groups and Rings III 3
PURE MTH 3009 Integration and Analysis III 3
PURE MTH 3018 Coding & Cryptology III 3
PURE MTH 3019 Complex Analysis III 3
PURE MTH 3021 Logic & Computability 3
PURE MTH 3022 Geometry of Surfaces III 3
PURE MTH 3023 Fields and Modules III 3
PURE MTH 3024 Finite Geometry III 3

Statistics Courses

Subject / Catalogue Course Title Unit Value
STATS 2107 Statistical Modelling and Inference II 3
STATS 3001 Statistical Modelling III 3
STATS 3003 Sampling Theory and Practice III 3
STATS 3005 Time Series III 3
STATS 3006 Mathematical Statistics III 3
STATS 3008 Biostatistics III 3