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PT_Spring​/Summer _MATX

Job in Ottawa, Ontario, Canada
Listing for: University of Ottawa
Part Time, Seasonal/Temporary position
Listed on 2026-03-07
Job specializations:
  • Education / Teaching
    University Professor, Academic
Job Description & How to Apply Below
Position: PT_Spring/Summer 2026_MAT1332 X00

Description

:

Integrals: numerical integration; improper integrals. Introduction to differential equations: some techniques to solve simple differential equations, numerical solution of differential equations and models in the life sciences using differential equations. Introduction to linear algebra: matrices and matrix algebra, determinants, eigenvalues and eigenvectors (in two or three dimensions). Functions of several variables: graphical representations, partial derivatives. Systems of differential equations: equilibrium points, stability, phase portrait and global analysis.

Posting limited to:

Professeur à temps-partiel étudiant / Student Part-Time Professor

Date Posted (YYYY/MM/DD):

2026/03/04

Applications must be received
BEFORE (YYYY/MM/DD):

2026/04/05

Expected Enrolment:

300

Approval date:

2026/03/04

Number of credits:

3

Work Hours:

39

Hourly Rate:

Enseignement / Teaching: $239.47 )

The academic year starts on September 1 and ends on August 31.

These rates do not included vacation pay nor statutory pay.

These rates will be applied until a new collective agreement is ratified. Retro will be paid after the ratification.

Course type:

B

Posting type:

Régulier / Regular

Language of instruction:

Anglais | English

Competence in second language:

N/A

Course

Schedule:

Mardi | Tuesday 19:00-20:30 Jeudi | Thursday 19:00-20:30 -

Requirements:

PhD in mathematics. Expert level knowledge of LaTeX. Must coordinate (across all sections). The provisions of Article 5.1.2 will apply. Mobius will be used for this course.

Additional Information and/or Comments:

An acceptable level of education and/or experience could be viewed as being equivalent to the educational required and/or demonstrated experience.

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