Why Study / Key Benefits

The Bachelor of Arts (Mathematics) combines mathematical study with the broader flexibility of a BA. Massey describes the Mathematics specialisation as developing analysis and problem-solving abilities within a flexible and critical framework. The BA also develops transferable skills such as problem-solving, critical thinking, communication, evidence evaluation and constructing reasoned arguments.

For an international student, the structure allows mathematics to be combined with electives and potentially another major or a minor from the BA, Bachelor of Business or Bachelor of Science, subject to the applicable regulations. This can be useful for building an interdisciplinary academic profile rather than studying mathematics in isolation.

Programme Structure and Subjects / Topics

The Mathematics major comprises 135 credits, or nine 15-credit courses. The degree also contains the BA's compulsory core and elective requirements.

Key Mathematics courses currently shown by Massey include:

• 160101 Calculus – differentiation and integration, differential equations, numerical methods, power series and mathematical modelling.
• 160102 Algebra – linear algebra, vectors, matrices, projections, Gaussian elimination, eigenvectors and complex numbers.
• 160203 Multivariable Calculus – infinite series, vector-valued functions, partial derivatives, multiple integrals and line/surface integrals.
• 160204 Differential Equations I – ordinary differential equations, systems, matrix methods, phase-plane techniques and numerical methods.
• 160212 Discrete Mathematics – sets, logic, induction, functions, equivalence relations, algebraic structures, coding, cryptography and graph theory.
• 160301 Real and Complex Analysis – sequences, limits, continuity, differentiation, Taylor's theorem, complex functions, Cauchy's theorem and residues.
• 160302 Modern Algebra – group theory, permutation groups, Abelian groups, rings, fields, ideals and homomorphisms.
• 160314 Combinatorics – permutations, combinations, generating functions, recurrence relations and graph theory.
• 160318 Differential Equations II – advanced ordinary and partial differential equations, Fourier series, Sturm-Liouville problems and numerical schemes.

The BA also has compulsory core courses:

• 230110 Turangawaewae: Identity & Belonging in Aotearoa NZ
• 230111 Tu Kupu: Writing and Inquiry
• 230112 Tu Arohae: Critical Thinking
• 230210 Tu Rangaranga: Global Encounters
• 230310 Tu Tira Mai: Practising Engagement

Disciplines / Specialisations

The specific specialisation requested is:

• Mathematics – Bachelor of Arts

Massey also allows students to construct a broader BA through other majors, minors and electives. A second BA major or a minor from the Bachelor of Arts, Bachelor of Business or Bachelor of Science may be possible, subject to the relevant regulations.

Programme Highlights

• NZQF Level 7 undergraduate degree.
• 360-credit, three-year full-time qualification.
• Mathematics specialisation worth 135 credits.
• Study available at Auckland and Manawat campuses.
• Distance and online option available.
• Strong emphasis on mathematical analysis and problem-solving.
• Combination of mathematics with broader humanities/social-science learning through the BA core.
• Opportunity to use electives for additional subject areas.
• Potential to add another major or minor, subject to regulations.
• Progression available to postgraduate study after completion.

Career Outcomes

Massey states that BA graduates develop transferable skills including problem-solving, critical thinking and communication, and that BA graduates work across both public and private sectors. Its examples include IT and technology, education and training, healthcare and social assistance, government/public administration, information/media/telecommunications, financial and insurance services, arts/design/recreation and defence.

For a Mathematics major, the mathematical and analytical skills can provide a foundation for roles where quantitative reasoning and problem-solving are useful. Exact professional opportunities will depend on the student's combination of mathematics, electives, additional qualifications and any professional accreditation required for a particular occupation.

Potential pathways can include areas such as:

• Data and analytical work
• Quantitative or mathematical support roles
• Technology and IT-related roles
• Education, subject to the additional teaching qualification/requirements needed to become a teacher
• Financial and insurance-related analytical work
• Government and public-sector analytical roles
• Further postgraduate study and mathematical research

International Student Visa Requirements

International students physically studying this programme in New Zealand will generally use the Fee Paying Student Visa.

Immigration New Zealand states that applicants need:

• An offer of place from an approved education provider.
• Evidence that they can pay their tuition fees, or evidence of an applicable scholarship.
• Sufficient funds for living expenses.
• Acceptable medical and travel insurance.
• Evidence of genuine study intentions.
• Evidence that they can leave New Zealand at the end of their stay.
• Any required health and character evidence.