The Department of Math & Computer Science is seeking Contract Academic Staff to teach the following in-person courses during the 2026 – 2027 academic year.
Fall Term: Classes run from September 9 to December 11, 2026, with an exam period following.
Winter Term: Classes run from January 5 to April 9, 2027, with an exam period following.
62:290 Calculus III, 3 credit hours
An introduction to the calculus, analysis and geometry of functions of more than one variable, infinite series, partial differentiation, polar coordinates, parametric equations, and selected applications.
Fall Term, Slot 1 – Mon/Wed/Fri 8:30 – 9:20
62:456 Computational Methods in Graphy Theory, 3 credit hours
Elements of combinatorial mathematics, including graph-theory, will be discussed. Various algorithms for manipulating graphs and other combinatorial algorithms will also be discussed along with their application to problems.
Fall Term, Slot 10 – Tues/Thurs 8:30 – 9:50
62:172 Introduction to Statistical Inference, 3 credit hours
A continuation of 62 :171. Estimation, hypothesis testing, two-sample tests, tests for goodness of fit, contingency tables, regression and correlation, analysis of variance, and non-parametric statistics.
Winter Term, Slot 3 – Mon/Wed/Fri 10:40 – 11:30
62:182 Linear Algebra I, 3 credit hours
Systems of linear equations, matrices and elementary matrix operations, matrix inverse, trace, determinants, vectors, linear combinations including linear dependence and independence, vector spaces and subspaces, including null space and rank, bases, eigenvalues and eigenvectors, dot product, norm, cross product and linear mappings in n-dimensional space.
Winter Term, Slot 4 – Mon/Wed/Fri 11:40 – 12:30
62:191 Calculus II, 3 credit hours
A continuation of 62 :181 Calculus I, with more advanced techniques of problem solving. This includes calculus of trigonometric, exponential, and logarithmic functions, and techniques of integration.
Winter Term, Slot 2 – Mon/Wed/Fri 09:30 – 10:20
Qualifications: A Ph.D. in mathematics or statistics is preferred; a Masters’ Degree in mathematics, statistics, or a closely related discipline is required. Applicants must have successful teaching experience and relevant expertise in the specified area. Applicants may seek to establish an experiential/traditional equivalency to the Masters’ degree and are invited to contact the Chair of the Selection Committee at the address below on how to establish equivalent academic or professional credentials.
Salary: $8,132.00 per 3 credit hour course
Application deadline: Review of applications will begin on July 31, 2026 and the posting will remain open until positions are filled.
Applications must be submitted via e-mail as a single, reasonably sized PDF file. The application should include the following: a letter of application, citizenship or Canadian immigration status, curriculum vitae, copies of transcripts, the names and contact information of three references, and a clear indication of which of the above-listed courses the applicant is applying to teach.
Please send the application to:
Dr. Christophe LeMoine
Dean of Science
[email protected]
We thank all applicants for their interest in applying for this position and advise that only candidates selected for interviews will be contacted.
Courses will run based on sufficient enrollment and budgetary approval.
Issued July 27, 2026
Brandon University is committed to equity, welcomes diversity, and hires on the basis of merit. All qualified individuals who may contribute to the diversification of the University, especially women, persons with disabilities, Indigenous persons, racialized persons, and persons of all sexual orientations and genders are encouraged to apply. Canadian citizens and permanent residents are given priority. Evidence of citizenship must be provided.
We are committed to providing an inclusive and barrier-free work environment. This starts with the hiring process. Should you require an accommodation during any phase of the recruitment process, contact HR at [email protected]. All information received related to an accommodation is kept confidential. To ensure this employment opportunity is accessible to all interested individuals, this posting is available in an alternate format upon request.
