For more information about Applied Mathematics at University of Alberta, please visit the webpage using the button above.
Why study Applied Mathematics? (Honors)
The Honors in Applied Mathematics program trains students to apply mathematical ideas to solve practical problems that arise in the physical, life, and social sciences, as well as in engineering and finance. In addition to offering courses in pure mathematics, this program also offers courses that focus on using theoretical mathematics to solve problems - hence, applied mathematics.
This program can only be taken as part of a BSc with Honors degree.
Why take the BSc Specialization degree?
The Bachelor of Science Specialization degree provides a focused education in one program. You will take most of your courses in your main subject area, and are expected to maintain a higher standard of academic achievement. A Specialization degree can provide the background to help you proceed to a higher degree, but its primary function is to provide a comprehensive education at the undergraduate level.
This program can also be taken as part of a BSc Specialization degree.
Why study Science at the University of Alberta?
The Faculty of Science at the University of Alberta delivers high-quality programs that investigate, explain, and explore the real science behind issues that affect our daily lives. With nearly 60 degree programs in 39 subject areas, we are one of the most comprehensive science faculties in Canada, with state-of-the-art teaching and learning facilities, opportunities for undergraduate research, and professors who are leading researchers in their fields.
Notes about fees for this course
If you are admitted into a new program for Fall 2020 you will receive a tuition guarantee for the total cost of that program. We'd encourage you to check out the cost calculator to review rates for program tuition and an estimate of fees related to living arrangements, health and dental plan, books, supplies and more.
Find out more about the new tuition model and program-based guarantee.
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