Offered by Trent University in Peterborough, Canada, MA/MS in Applied Modelling & Quantitative Methods is a master's degree in Fashion Design programme. Tuition for international students is CAD 8,113 per semester (CAD 2,750 per semester for local students).
At a glance
Degree:Master's Degree
Field:Fashion Design
Local tuition: CAD 2,750 / semester
International tuition: CAD 8,113 / semester
We have no an application deadline on record for this programme yet — see the official programme page.
— it helps other students.
Last reviewed September 2026 ·
Program details
Overview
Applied Modelling & Quantitative Methods (AMOD) at Trent University is an interdisciplinary graduate program in the application of modelling techniques and theory to the natural and social sciences, offered here as a thesis-based Master of Arts. The program brings together graduate students who are actively applying quantitative, computational, mathematical, or statistical modelling techniques across disciplines including Biology, Business Administration, Chemistry, Computer Science, Economics, Geography, Mathematics, Physics & Astronomy, and Psychology. Although AMOD is oriented toward quantitative models, it is discipline-based rather than a program in applied mathematics itself. The thesis stream combines coursework with a research thesis in the student's home discipline, giving sufficient training to permit progression to a disciplinary PhD program. Alongside the thesis stream, AMOD also offers three course-based Master of Science streams -- Big Data Analytics, Big Data Financial Analytics, and Data Science & Analytics -- all sharing the program's emphasis on fundamental analytical modelling techniques and cross-disciplinary collaboration.
Requirements
Minimum GPA:77.00 / %
Admission Requirements: The minimum requirement for admission to a Master's program is a Bachelor's degree, in an Honours program or the equivalent, from a recognized university. Applicants must have achieved an average of at least B+ (77%) or equivalent in the work of the last completed four semesters or the last two completed undergraduate years (full-time equivalent).
