Sessional Instructor - Faculty of Science- School of Mathematical and Computational Sciences - Summer 2026

Competition Number:
05SI26
Position Type:
Sessional Opening
Closing Date:
Date of Posting:
Department:
School of Mathematical and Computational Sciences
Position:
Sessional Instructor
Contract:
Summer 2026
Salary:

Per UPEI FA Collective Agreement

Term:

May 11, 2026 - August 6, 2026

The School of Mathematical and Computational Sciences at the University of Prince Edward Island has an opening for sessional instructors during the forthcoming Summer 2026 semester. These positions are subject to final budgetary approval.


Please note: the courses offered below will be taught in person, unless otherwise specified as an online course.


CS 2910-01 Computer Science III

Students will learn and apply advanced programming concepts in an object-oriented language. They will be introduced to software engineering with test-driven design and the use of version control to maintain their codebase. Students will gain mastery of an object-oriented language and design and implement data structures. Students will be introduced to the functional programming paradigm and multi-threaded programs.

Three lecture hours and 1.5hour lab per week. (The instructor is not responsible for lab delivery).

Course: Monday, Wednesday 12:30 pm-3:15 pm; May 11 – June 26, 2026


CS 2920 -01  Data Structures and Algorithms

This course continues the study of data structures, recursive algorithms, searching and sorting techniques, and general strategies for problem solving. It also introduces complexity analysis and complexity classes.

Course: Monday, Wednesday 5:30 pm-8:15 pm; June 29 - August 6, 2026


MATH 3010 – 1  Differential Equations

This course introduces the basic theory of differential equations, considers various techniques for their solution, and provides elementary applications. Topics include linear equations; separable equations; linear independence and Wronskian; second-order equations with constant coefficients; nonhomogeneous equations; applications of first- and second-order equations; Laplace and inverse Laplace transforms, and their application to initial-value problems; series solutions about ordinary and singular points; and Fourier series. Three lecture hours per week.

Course: Tuesday, Thursday 5:30 pm-8:15 pm; June 29 - August 6, 2026


Qualifications:


Successful applicants should hold a Master’s degree in Computer Science or a related field, or an equivalent combination of qualifications and experience.  Applicants should have experience in teaching, research, or industry practice related to the course content.

Preference will be given to qualified candidates with seniority on the UPEI Sessional Roster of the academic unit.


Application Instructions:

Applicants should submit a curriculum vitae and names of three referees to:

Dr. Shannon Fitzpatrick, Associate Dean
School of Mathematical and Computational Sciences, University of Prince Edward Island
550 University Avenue
Charlottetown, PE   C1A 4P3
Email:  smcs@upei.ca

 

UPEI is committed to equity, diversity, inclusion, and reconciliation and believes in providing a positive learning and working environment where every person feels empowered to contribute.

UPEI is committed to the principle of equity in employment and encourages applications from underrepresented groups, including women, Indigenous peoples, visible minorities, persons with disabilities, persons of any sexual orientation or gender identity, and others with the skills and knowledge to productively engage with diverse communities.

In accordance with Canadian immigration requirements, all qualified candidates are encouraged to apply; however, Canadian citizens and permanent residents will be given priority. UPEI is committed to the principle of equity in employment.

 

Closing date for applications is February 5, 2026.
 

UPEI encourages all qualified applicants to apply for job openings; however, in keeping with the terms and provisions of the university’s various employment and collective agreements, first priority will be given to internal candidates.