Master of Mathematical Sciences

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Physical sciences

A student graduating from the degree will: have advanced analytical and numerical skill in their chosen field of specialisation, examples being, mathematics, statistics, data science or a combination of all. demonstrate mastery of theoretical techniques in their chosen field of specialisation. evaluate critically the findings and discussions in STEM related literature. research, analyse and argue from evidence. work independently and apply knowledge to new situations. engage in rigorous intellectual analysis, criticism and problem-solving. demonstrate a high order of skill in the planning, execution and completion of a piece of original research. apply research skills learned during the study programme to new situations. The research should be completed to internationally recognised standards and demonstrate that the graduate has a capacity for independent thinking. Achieved to an appropriate standard, such a degree will prepare graduates for entry to doctoral studies.

Qualification details from the New Zealand Qualifications Framework register, which lists every approved qualification and the entry requirements set for it. The register records qualifications rather than individual courses, and publishes no fees or graduate-outcome data.