Applied Mathematics Topic B - Honours

Undergraduate | 2026

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Mode
Mode
Your studies will be on-campus, and may include some online delivery
On campus
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Area/Catalogue
MATH 4024
Course ID icon
Course ID
204174
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Campus
Adelaide City Campus East
Level of study
Level of study
Undergraduate
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Unit value
6
Course owner
Course owner
Mathematical Sciences
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Course level
4
Work Integrated Learning course
Work Integrated Learning course
No
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Inbound study abroad and exchange
Inbound study abroad and exchange
The fee you pay will depend on the number and type of courses you study.
No
University-wide elective icon
University-wide elective course
No
Single course enrollment
Single course enrolment
No
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Note:
Course data is interim and subject to change

Course overview

This course is available for students taking an honours degree in Mathematical Sciences. The course will cover an advanced topic in applied mathematics. For details of the topic offered this year please refer to the Course Outline.

Course learning outcomes

  • Modelling: model a problem - Take a problem stated in words, and convert it into mathematical form- Consider assumptions and approximations - Deal with incomplete information/ideas by asking questions, and investigation
  • Analysis: analyse the problem using diverse tools- Analysis (mathematical solution of problems)- Statistics (incorporating data)- Simulation- Algorithms
  • Critically examine results:- Sanity checking- Close the loop between modelling->analysis->output- Sensitivity analysis
  • Communicate results- Mathematical exposition skillsPre-requisites and assumed knowledge:Mathematics up to second year level will be required, including- Probability and Statistics II,- Scientific Computing or equivalent.In particular, this project will require some programming in the Julia programming language, which is similar to Matlab. Solid experience with any of Python, Matlab, R or Julia should be sufficient background. Some knowledge of graph theory and/or Discrete Maths would be useful.

Prerequisite(s)

N/A

Corequisite(s)

N/A

Antirequisite(s)

N/A