Bachelor of Medical Mathematics (Dean's Scholar)

University of Wollongong

About

It is widely recognised that mathematical and statistical modelling and analysis are the key to future breakthroughs in areas including the understanding of biological systems, the treatment of diseases, drug development, and targeted clinical trials.

This is because mathematics and statistics enable us to design meaningful yet streamlined experiments;

find structure in data;

and construct models that help to predict, and therefore control, future outcomes.The Bachelor of Medical Mathematics (Dean's Scholar) provides the tools and develops the skills required for advanced modelling and analysis in the medical and health sector.

Students gain the skills needed to pursue careers in mathematics, statistics, medical research and industry, in areas such as genetics, epidemiology, medical imaging, drug delivery, neurophysiology, and pharmacokinetics.Dean's Scholars degrees are highly recognisable, giving students the edge in competitive employment.

The degree offers a challenging and enriched educational experience for high-achieving students who want to perform above the level normally expected.

Students are also encouraged to continue their studies through the completion of Honours and research programs.Students in this course receive special privileges as they study such as accelerated learning, where appropriate, and academic mentoring.

Dean’s Scholars are also encouraged to contribute to the scholarly life of the Faculty through events in the Faculty's postgraduate program.Places are limited each year.

Current students who have achieved a weighted average mark (WAM) of 80 at the end of one year of full-time study in a relevant degree may apply to transfer to the Dean’s Scholar degree.Continuation in the Bachelor of Medical Mathematics (Dean's Scholar) degrees will normally be dependent on the student achieving a WAM of at least 80 in each year of study.

Students who do not meet the required average will be transferred to the Bachelor of Medical Mathematics degree.Please note that the Dean's Scholar Program is not offered for double degrees and is not a scholarship.

Structure

Students who enrol in Bachelor of Medical Mathematics (Dean's Scholar) shall satisfactorily complete 144 credit points of prescribed subjects as listed in the table below:

Year 1

Autumn

Students must choose ONE of the following two subjects:

Subject Code Subject Name Credit Points Session(s)
CHEM101 Chemistry IA: Introductory Physical and General Chemistry 6 Autumn
CHEM104 Foundation Chemistry: Properties of Matter 6 Autumn

Note: Students who have achieved a mark of 65% or more in NSW HSC Chemistry (or equivalent) must select CHEM101. All other students must enrol in CHEM104.

Subject Code Subject Name Credit Points Session(s)
MATH100 Introduction to Mathematics 6 Autumn
MATH187 Mathematics 1: Algebra and Differential Calculus 6 Autumn
MEDI100 Human Structure and Function 6 Autumn

Spring

Students must choose ONE of the following two subjects:

Subject Code Subject Name Credit Points Session(s)
CHEM102 Chemistry 1B: Structure and Reactivity of Molecules for Life 6 Spring
CHEM105 Foundation Chemistry: Reactions and Structures 6 Spring

Note: Students who have achieved a mark of 65% or more in NSW HSC Chemistry (or equivalent) must select CHEM102. All other students must enrol in CHEM105.

Subject Code Subject Name Credit Points Session(s)
BIOL103 Molecules, Cells and Organisms 6 Spring
MATH188 Mathematics 2: Series and Integral Calculus 6 Spring
STAT101 Introduction to Statistics 6 Spring

Year 2

Autumn

Subject Code Subject Name Credit Points Session(s)
MATH201 Multivariate and Vector Calculus 6 Autumn
MATH202 Differential Equations: Analysis and Applications 6 Autumn
BIOL213 Principles of Biochemistry 6 Autumn
STAT201 Random Variables and Estimation 6 Autumn

Spring

Subject Code Subject Name Credit Points Session(s)
MATH203 Linear Algebra and Groups 6 Spring
MATH205 Numerical Methods 6 Spring
BIOL215 Introductory Genetics 6 Spring
STAT202 Statistical Inference and Introduction to Model Building 6 Spring

Year 3

Autumn

Subject Code Subject Name Credit Points Session(s)
MATH329 Medical Mathematics 6 Autumn
STAT332 Generalised Linear Models 6 Autumn
STAT335 Sample Surveys and Experimental Design 6 Autumn
PSYC101 Introduction to Behavioural Science 6 Autumn, Summer 2020/2021

Spring

Subject Code Subject Name Credit Points Session(s)
MATH319 Advanced Numerical Methods 6 Not available in 2020
STAT301 Statistical Methods for Data Science 6 Spring
PHYS155 Introduction to Biomedical Physics 6 Spring

Students must choose ONE of the following two subjects:

Subject Code Subject Name Credit Points Session(s)
MATH345 Mathematics Project B 6 Autumn, Spring
STAT345 Statistics Project B 6 Autumn, Spring

Accelerated Program

Entry requirements

Information on academic and English language requirements, as well as eligibility for credit for prior learning, is available from the Course Finder.

Learning outcomes

Course Learning Outcomes (CLOs) are statements of learning achievement that are expressed in terms of what the learner is expected to know, understand and be able to do upon completion of a course. Students graduating from this course will be able to:

CLO Description 1 Demonstrate a coherent core understanding of the fundamentals of both the mathematical and statistical disciplines. 2 Exhibit depth and breadth of knowledge in the discipline areas of mathematics and statistics. 3 Integrate knowledge derived from the medical, biological, physical and behavioural sciences. 4 Investigate, solve and critically interpret practical and/or abstract problems using mathematical and/or statistical methods, including appropriate software tools. 5 Appropriately communicate mathematical and/or statistical reasoning and conclusions to different audiences, using various delivery modes. 6 Apply professional, social and ethical approaches in learning to extend existing knowledge and to work effectively and responsibly as an individual or a team member. 7 Plan and compose a research-based project or piece of scholarship that demonstrates understanding and critical analysis in medical mathematics.

Institution