The program information below was valid for the winter 2017 term (January 1, 2017 - April 30, 2017). This is the archived version; the most up-to-date program information is available through the current Graduate Studies Academic Calendar.
The Graduate Studies Academic Calendar is updated 3 times per year, at the start of each academic term (January 1, May 1, September 1). Graduate Studies Academic Calendars from previous terms can be found in the archives.
Students are responsible for reviewing the general information and regulations section of the Graduate Studies Academic Calendar.
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Admit term(s)
- Fall
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Delivery mode
- On-campus
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Program type
- Master's
- Professional
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Registration option(s)
- Full-time
- Study option(s)
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Minimum requirements
- A four-year honour’s Bachelor’s degree with an overall 83% average from a Canadian university (or its equivalent).
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Application materials
- Résumé
- Supplementary information form
- Transcript(s)
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References
- Number of references: 3
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Type of references:
academic or professional.
- English language proficiency (ELP) (if applicable)
- Graduate Academic Integrity Module (Graduate AIM)
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Courses
- Students must complete the following 15 one-term graduate courses:
- Fall term:
- ACTSC 611 Financial Mathematics I
- ACTSC 612 Life Insurance Mathematics I
- ACTSC 613 Statistics for Actuarial Science
- ACTSC 614 Corporate Finance
- ACTSC 615 Economics
- Winter term:
- ACTSC 621 Financial Mathematics II
- ACTSC 622 Life Insurance Mathematics II
- ACTSC 623 Applied Statistics
- ACTSC 624 Stochastic Processes for Actuarial Science
- ACTSC 625 Casualty and Health Insurance Mathematics
- Spring term:
- ACTSC 631 Financial Mathematics III
- ACTSC 632 Life Insurance Mathematics III
- ACTSC 633 Actuarial Risk Management
- ACTSC 634 Quantitative Risk Management
- ACTSC 635 Profession Communications in Actuarial Science
- Fall term:
- Students are required to pass at least 12 courses, with an average grade of at least 70%.
- Students must complete the following 15 one-term graduate courses:
- Link(s) to courses
