Mathematics and Its Applications
Degree Awarded: | Bachelor of Science (Honours) |
Administered by: | Department of Mathematics |
Program Format: | Full-time, four-year program. Full-time, five-year co-op program. |
O.S.S.D. with six Grade 12 U/M courses, including Grade 12 U courses in: English, Advanced Functions (MHF4U), one of Calculus and Vectors (MCV4U) or Mathematics of Data Management (MDM4U), and one of Biology (SBI4U) or Chemistry (SCH4U) or Physics (SPH4U).
Notes:
- ENG4U/EAE4U is the preferred English.
- The grade(s) required in the subject prerequisites (normally in the range of 70 percent) will be determined subject to competition.
- Completion of Grade 12 U Physics (SPH4U) is strongly recommended.
- Subject to competition, candidates may be required to present averages/grades above the minimum.
For those students with a particular interest in the interrelationship between mathematics and computer science, we offer an Option in Computer Science which provides the opportunity to take many more courses in that subject. For those who wish to explore the relationship between mathematics and economics we offer an Option in Economics.
Students not taking either of the above Options will be enrolled in the Regular program. Under the new curriculum that came into effect in the Fall 2013 term, students have the chance to take up to 10 courses from an Open Elective Table. These electives can be chosen so as to obtain a Minor in areas such as Accounting, Biology, Chemistry, Finance or Physics, and even in areas such as French, Politics, Law, and News Studies just to name a few, although there is no Minor requirement. In addition to Open Electives, students must take six upper level mathematics electives in addition to their Math core courses.
Students in science programs must enrol in SCI 180 in their first semester of studies.
Faculty members of the Department of Mathematics have expertise in applied and pure mathematics. The topics include: Computer Security, Financial Mathematics, Applied Statistics, Biomathematics, Software Testing, Graph Theory, Fluid Mechanics, Differential Equations and Operator Theory. Students will have the opportunity to work on a supervised thesis project that draws on faculty research in combination with their research interests. After graduation, students can go on to graduate studies in mathematics, as well as to work in industry.
All students enrolled in Mathematics and Its Applications have the option to enrol in the Optional Specialization in Management Sciences.
Co-operative Program Overview
An optional co-operative program is available which provides the graduating students with 12 months of work experience that enhances their organizational and technical abilities as well as their oral and written communication skills.
Although the Career & Co-op Centre cannot guarantee work term employment, they provide assistance in locating suitable positions and counselling students in their search for suitable jobs. This co-op program enables students to earn competitive wages to offset the costs of a university education.
Students who have completed the first year of the Mathematics and Its Applications program can apply through the Career & Co-op Centre for admission to the co-operative education program at the end of first year during our spring/summer admissions period. This is the only time for students to apply to Co-op.
Enrolment in the co-op program is limited. Admission will be based on a criteria which includes the student's grade point average, courses completed, a resume, statement of intent and interview if deemed necessary.
To be admitted into the co-op program, students must have all first year courses completed and a CLEAR Academic Standing. Students who are direct entry/transfer are not permitted into the program except on an exceptional case by case basis.
Students who are ahead with significant course credits are not permitted into the program except on an exceptional case by case basis. All decisions regarding admission into the program are final and at the discretion of the Career and Co-op Centre.
The graduation requirements for the co-op program are the same as those for the BSc in Mathematics.
The sequencing of academic and work terms is shown below:
Fall | Winter | Spring/Summer | |
---|---|---|---|
Year 1 | 1st Semester | 2nd Semester | -- |
Year 2 | 3rd Semester | 4th Semester | WKT 405 - Work Term I |
Year 3 | 5th Semester | WKT 505 - Work Term II | WKT 506 - Work Term III |
Year 4 | WKT 605 - Work Term IV or 6th Semester | 6th Semester or 7th Semester | WKT 606 - Work Term V |
Year 5 | 7th Semester or 8th Semester | 8th Semester | -- |
Work terms are graded on a pass/fail basis.
Each work term is assessed by the School's Faculty Advisor on the basis of the student's comprehensive written report and the employer's evaluation of the student's performance on the job.
Students must successfully complete 3 co-op WKT’s in order to graduate from their program of study with a Co-op designation. Once the requirements are satisfied being able to do another work term is at the discretion of the Career & Co-op Centre.
The co-op program requires five years to complete the degree in Math and Its Applications. The regular program can be completed in four years.
All co-op placements must be approved by the Career & Co-op Centre and the Faculty Advisor for the Math and Its Applications co-op program.
Additional information about co-op can be found on the Co-operative Education website.
Optional Specialization in Management Sciences (OS MS)
Students can enrich their studies and hone their management skills with the Optional Specialization in Management Sciences. Courses within the optional specialization cover four major areas in management sciences: Strategic Engineering Management, Operations Management/Operations Research, Finance and Organizational Behaviour. For eligibility, registration, and course information see Optional Specialization in Management Sciences (OS MS).
Research Practicum
SCI 999 - Research Practicum gives students the chance to gain hands-on research experience, in a lab or in the field, by engaging in the research work of a faculty member. Toronto Met records participation in the practicum on the student’s Official Transcript.
SCI 999 is a non-credit, pass-fail course that is not used to fulfil degree program requirements. Students who meet the expectations for the research will get a passing grade. These expectations will be worked out between the student and the professor at enrolment. To take part in SCI 999, students must have a CGPA of 2.5 or more, and they must commit to a minimum of 5 to 10 hours each week (on average) for one term.
There are no tuition fees associated with this practicum.
How to Enrol
- Students must first find a supervisor. Descriptions of faculty research are available on the Faculty of Science website (opens in new window) .
- Students should contact supervisors whose research interests them by email or in person. Students must give their potential supervisor an unofficial transcript (opens in new window) , a one-page resumé and a brief covering letter. This package must include their contact information, degree program and stream, a brief statement of their career goals and how this research experience would further those goals, and any relevant work experience (paid or volunteer).
- Follow the instructions available in the (PDF file) Research Practicum Application Form (opens in new window) .
Career Opportunities
Graduates with a Bachelor degree in Mathematics, whether it is a single subject or in combinations with some other discipline, will have a wide range of prospective careers, ranging from finance to computer security to medical research to name a few. Mathematics graduates work for industry, business and governments, where they are involved in a wide variety of tasks such as biological and environmental studies (for ministries of the environment), market research (for finance institutions), software development (for the security and coding of data), statistical analysis (polling agencies, financial institutions, Statistics Canada), market analysis (for financial institutions) and others. It is universally recognized that training in mathematics develops strong problem-solving skills and the ability to reason analytically. Aptitude in problem solving and analytical reasoning is important and highly valued in all areas of industry. Graduates of the program will thus satisfy a current and growing demand for mathematically trained individuals who are able to move into business and industry. There is a consistent demand for students who are able to combine mathematics with another discipline. Students who are able to combine knowledge from mathematics with another area of expertise have a greater chance of employment in a variety of jobs. Science students with a mathematical background also have more flexibility and are better prepared when pursuing graduate studies in science. We note that graduates taking the Computer Science Option would be particularly well suited for careers as Systems Analysts and Computer Programmers. Those pursuing the Economics option would be well suited to work as Auditors, Accountants, Investment Professionals, Finance and Insurance Clerks. All graduates of the program would be eligible for the most common occupation: Mathematicians, Systems Analysts and Computer Programmers.
We would like to direct students to Human Resources Development Canada (HRDC). Specifically, Job Futures (www.jobfutures.ca), a Government of Canada web-site that provides overviews of the labour market and general economic trends, detailed information on all occupational groups and post-secondary fields of study, current and future labour market conditions and prospects for finding work in the Canadian workforce. The site has an entry for those studying undergraduate mathematics, and this category includes applied mathematics, actuarial mathematics, and statistics. Graduates usually find work as mathematicians, statisticians, systems analysts, accountants, financial auditors in finance and insurance.
Liberal Studies
Students must take three lower level liberal studies courses and three upper level liberal studies courses to graduate. Students must not choose courses that are restricted for their program or major.
Please refer to the liberal studies chapter of this calendar for more information on the Liberal Studies Policy. Further information on liberal studies can also be found at the Faculty of Arts' Liberal Studies website (opens in new window) .
Table A - Lower Level Restrictions
PCS 111 and SCI courses are not available for credit.
Economics (ECN) courses are not available to Mathematics and Its Applications - Economics Option students.
Table B - Upper Level Restrictions
Minors
Students may pursue any Minor offered by Toronto Met (with some exceptions). Please refer to the Minors chapter of this calendar for further information on individual Minor requirements and exclusions.
The G. Raymond Chang School of Continuing Education Certificates
Undergraduate students wishing to pursue a continuing education certificate program should be aware of possible program exclusions. Please refer to the Certificate Registration section of the Curriculum Advising website (opens in new window) for complete details.
A Program Advisory Council (PAC) is a group of volunteers that provides expert advice to a school or department on program related matters such as curriculum, program review, technology and trends in the industry, discipline or profession. For more information, see Senate Policy #158 (Program Advisory Councils).
Dr. Joe Campolieti
Associate Professor
Department of Mathematics
Wilfrid Laurier University
Dr. Tom Salisbury
Professor
Department of Mathematics
York University
Dr. Dave Saunders
Associate Professor
Department of Statistics and Actuarial Science
University of Waterloo
Dr. Luis Seco
Professor
Department of Mathematics
University of Toronto
Adam Thibideau
Senior Analyst
Global Tactical Asset Allocation
Canada Pension Plan Investment Board
Dr. Rudi Zagst
Professor
Chair of Financial Mathematics
Munich University of Technology (Germany)
Mathematics and Its Applications - First Year Common
1st & 2nd Semester
1st Semester
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
* This course is graded on a pass/fail basis.
Mathematics and Its Applications (regular option)
3rd & 4th Semester
OPEN ELECTIVE: Two Open Electives.
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
5th & 6th Semester
CORE ELECTIVE: Three courses from Table I.
OPEN ELECTIVE: Three Open Electives.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
7th & 8th Semester
REQUIRED:
- MTH 640 Complex Analysis
CORE ELECTIVE: Three courses from Table I.
OPEN ELECTIVE: Five Open Electives.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
3rd & 4th Semester
OPEN ELECTIVE: Two Open Electives
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
5th & 6th Semester
5th Semester (Offered in Fall Term Only)
CORE ELECTIVE: One course from Table I.
OPEN ELECTIVE: Two Open Electives.
6th Semester (Offered in Winter Term Only)
Algebra |
CORE ELECTIVE: Two courses from Table I.
OPEN ELECTIVE: One Open Elective
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
7th & 8th Semester
Revised curriculum begins 2024-2025 for students admitted Fall 2020 and after.
REQUIRED:
Complex Analysis |
CORE ELECTIVE: Three courses from Table I.
OPEN ELECTIVE: Five Open Electives
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
Co-operative Work Terms
The following table shows the sequence of academic and work terms for this program:
Fall | Winter | Spring/Summer | |
---|---|---|---|
Year 1 | 1st Semester | 2nd Semester | -- |
Year 2 | 3rd Semester | 4th Semester | WKT 405 - Work Term I |
Year 3 | 5th Semester | WKT 505 - Work Term II | WKT 506 - Work Term III |
Year 4 | WKT 605 - Work Term IV or 6th Semester | 6th Semester or 7th Semester | WKT 606 - Work Term V |
Year 5 | 7th Semester or 8th Semester | 8th Semester | -- |
Computer Science Option
For those students with a particular interest in the interrelationship between mathematics and computer science, we offer an Option in Computer Science.
3rd & 4th Semester
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
* Students who have already completed CPS 209 as a Required Science Group course are required to take a different Required Science Group course instead. Please see 1st & 2nd Semester for the complete Required Science Group list.
5th & 6th Semester
CORE ELECTIVE: Two courses from Table I.
CORE ELECTIVE: Two courses from Table II.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
7th & 8th Semester
REQUIRED:
- MTH 640 Complex Analysis
CORE ELECTIVE: One course from Table I.
CORE ELECTIVE: Three courses from Table II.
OPEN ELECTIVE: Four Open Electives.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
3rd & 4th Semester
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies (opens in new window) .
* Students who have already completed CPS209 as a Required Science Group course are required to take a different Required Science Group course instead. Please see 1st & 2nd Semester for the complete Required Science Group list.
5th & 6th Semester
6th Semester
REQUIRED:
- MTH 617 Algebra
CORE ELECTIVE: One course from Table I.
CORE ELECTIVE: Two courses from Table II.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
7th & 8th Semester
Revised curriculum begins 2024-2025 for students admitted Fall 2020 and after.
REQUIRED:
- MTH 640 Complex Analysis
CORE ELECTIVE: One courses from Table I.
CORE ELECTIVE: Three courses from Table II.
OPEN ELECTIVE: Four Open Electives.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
Co-operative Work Terms
The following table shows the sequence of academic and work terms for this program:
Fall | Winter | Spring/Summer | |
---|---|---|---|
Year 1 | 1st Semester | 2nd Semester | -- |
Year 2 | 3rd Semester | 4th Semester | WKT 405 - Work Term I |
Year 3 | 5th Semester | WKT 505 - Work Term II | WKT 506 - Work Term III |
Year 4 | WKT 605 - Work Term IV or 6th Semester | 6th Semester or 7th Semester | WKT 606 - Work Term V |
Year 5 | 7th Semester or 8th Semester | 8th Semester | -- |
Economics Option
For those who wish to explore the relationship between mathematics and economics we offer an Option in Economics.
3rd & 4th Semester
REQUIRED:
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
5th & 6th Semester
CORE ELECTIVE: Two courses from Table I.
CORE ELECTIVE: Two courses from Table III.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
7th & 8th Semester
REQUIRED:
- MTH 640 Complex Analysis
CORE ELECTIVE: One course from Table I.
CORE ELECTIVE: Three courses from Table III.
OPEN ELECTIVES: Four Open Electives.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
3rd & 4th Semester
REQUIRED:
LIBERAL STUDIES:
One course from Table A - Lower Level Liberal Studies.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
5th & 6th Semester
6th Semester
REQUIRED:
- MTH 617 Algebra
CORE ELECTIVE: One course from Table I.
CORE ELECTIVE: Two courses from Table III.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
7th & 8th Semester
Revised curriculum begins 2024-2025 for students admitted Fall 2020 and after.
REQUIRED:
- MTH 640 Complex Analysis
CORE ELECTIVE: One course from Table I.
CORE ELECTIVE: Three courses from Table III.
OPEN ELECTIVES: Four Open Electives.
LIBERAL STUDIES:
One course from Table B - Upper Level Liberal Studies.
Co-operative Work Terms
The following table shows the sequence of academic and work terms for this program:
Fall | Winter | Spring/Summer | |
---|---|---|---|
Year 1 | 1st Semester | 2nd Semester | -- |
Year 2 | 3rd Semester | 4th Semester | WKT 405 - Work Term I |
Year 3 | 5th Semester | WKT 505 - Work Term II | WKT 506 - Work Term III |
Year 4 | WKT 605 - Work Term IV or 6th Semester | 6th Semester or 7th Semester | WKT 606 - Work Term V |
Year 5 | 7th Semester or 8th Semester | 8th Semester | -- |