Award type:
Scholarships
Award description:
Pure Math Graduate Entrance Scholarships are available to students applying for admission and admittedÌýto a master’s (MMath) or doctoral program in the Department of Pure Mathematics at the University ofÌýÀ¶Ý®ÊÓƵ. Recipients must be registered full-time in their program during the terms in which theÌýscholarship is held. A departmental selection committee will automatically consider applicants to theÌýprogram based on information provided in their application for admission.
Value description:
Varies based on other funding support provided to meet funding obligations to the student.
Eligibility & selection criteria:Ìý
- Students must be applying for full-time admission and be admitted to a master’s (MMath) orÌýdoctoral program in the department of Pure Math.
- Selection will be made automatically based on the student’s application for admission to theÌýprogram. Recipients will be selected by a committee chaired by the Associate Chair GraduateÌýStudies on the advice of the Graduate Admissions sub-committee in the Department of PureÌýMathematics. Selection will be made as offers of admission are made throughout the year.
- Must be registered full-time in the MMath or PhD program in Pure Math during the terms inÌýwhich the scholarship is held.
- Students cannot hold another major award in the term(s) they receive the entrance scholarship.
- For entrance scholarships provided to MMath students, the award will normally be used to fundÌýthe student at the standard PhD funding level.
- For entrance scholarships provided to doctoral students, the award will normally be used toÌýreduce the TA load by one in the first year from that normally required in the standard PhDÌýfunding package; the funding level will remain the same as what was offered in the admissionÌýletter.
Level:
Masters, Doctoral
Program:
Mathematics→Pure Mathematics
Citizenship:
Canadian/Permanent resident, International/study permit student
Selection process:
Student selected automatically by Faculty/Department
Contact person:
- For further information about this award please contact the applicable: