BA Honours Specialization
Honours Specialization in Mathematics (BA)
Graduation Requirements:
In addition to the program requirements listed below, students must also satisfy the Bachelor of Arts (Honours) degree requirements, which include regulations on first year and subject maximum and breadth requirements.
Program Requirements:
Students will need to achieve a minimum 70% average in the 60 credits presented for the Honours Specialization in Mathematics.
Students must complete 120 credits including 60 credits in the Honours Specialization as follows: |
Core Mathematics Group:
|
MATH 1036 |
Calculus I |
3 cr. |
MATH 1037 |
Calculus II |
3 cr. |
MATH 1046 |
Introductory Linear Algebra |
3 cr. |
MATH 1056 |
Discrete Mathematics I |
3 cr. |
MATH 2036 |
Advanced Calculus I |
3 cr. |
MATH 2037 |
Advanced Calculus II |
3 cr. |
MATH 2046 |
Advanced Linear Algebra |
3 cr. |
MATH 2056 |
Discrete Mathematics II |
3 cr. |
MATH 2076 |
Probability & Statistics I |
3 cr. |
Plus one of the following streams:
|
Pure Mathematics Stream
|
COSC 1557 |
Introduction to Computer Science |
3 cr. |
MATH 2116 |
Geometry |
3 cr. |
MATH 3126 |
Number Theory |
3 cr. |
MATH 3136 |
Real Analysis I |
3 cr. |
MATH 3137 |
Real Analysis II |
3 cr. |
MATH 3156 |
Algebra I |
3 cr. |
Groups I, II, or III |
|
9 cr. |
Group IV |
|
6 cr. |
Applied Mathematics Stream
|
|
COSC 1557 |
Introduction to Computer Science |
3 cr. |
MATH 3127 |
Combinatorics and Graph Theory |
3 cr. |
MATH 3156 |
Algebra I |
3 cr. |
MATH 3266 |
Differential Equations I |
3 cr. |
MATH 3276 |
Probability & Statistics II |
3 cr. |
Groups I, II, or III |
|
12 cr. |
Group IV |
|
6 cr. |
General Stream
|
|
|
COSC 1557 |
Introduction to Computer Science |
3 cr. |
MATH 3127 |
Combinatorics and Graph Theory |
3 cr. |
MATH 3136 |
Real Analysis I |
3 cr. |
MATH 3156 |
Algebra I |
3 cr. |
MATH 3266 |
Differential Equations I |
3 cr. |
Group I |
|
3 cr. |
Group II |
|
3 cr. |
Group III |
|
3 cr. |
Group I, II or III |
|
3 cr. |
Group IV |
|
6 cr. |
Breadth Requirements and Electives:
Group Requirements: