Requirements for the collaborative graduate programs can be found at
the following links:
Applied Math Masters Degree Requirements
(1) A candidate having an Honours Bachelor's degree or
equivalent, and who is judged to have a sufficient background in
Applied Mathematics, shall normally complete the requirements for the
degree of M.Sc. in one of two ways. Either he or she shall complete
satisfactorily a minimum of four half
courses at the graduate level
and prepare a thesis under the direction of a member of the faculty, or
she or he shall complete eight half-courses, of which at least four
shall be at the graduate level, and prepare and present a review paper
under the direction of one of the members of the Department.
(2) A candidate not satisfying the conditions in
(1) above shall first be required to enrol in a special
undergraduate
year, during which she or he must complete satisfactorily a selection
of Honours courses, as approved by the supervisory committee of the
student.
Applied Math Ph.D. Degree Requirements
(1) An Applicant for the Ph.D. dergree will be expected to hold
a M.Sc. degree. However, a student who has registered for a M.Sc.
degree may transfer to the Ph.D. degree program without finishing the
requirements for the M.Sc. degree provided the student's supervisor and
supervisory committee agree.
(2) The course work required for the student,
normally four half-courses, will be decided by the supervisory
committee, and approved by the
Graduate Affairs Committee. The half-courses 505 and 561 are core
courses for the AM graduate program and the course selection for
every student in the Ph.D. program must include these two half-courses
unless they or their equivalent were taken at the M.Sc. level.
(3) All Ph.D. candidates are required to complete
successfully a
written comprehensive examination in the first year of their program.
This examination will ordinarly be offered annually in May or June, at
least one month after the end of spring term examinations.
(4) Each student is required to make an
oral presentation
on the subject of the Ph.D. research work once a year.
See here for Appeals
Procedures
