Jobs

Tenure Stream Faculty Postings:

There are currently no job postings.

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Department of Computer and Mathematical Sciences, Scarborough campus jobs postings: 

There are currently no job postings.

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Department of Mathematics joint with Department of Computer Science, St. George campus jobs postings:

There are currently no job postings.

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The  Department of Mathematical and Computational Sciences, Mississauga campus jobs postings:

 

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Teaching Stream Postings:

There are currently no job postings.

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Postdoctoral Fellow Postings:

Postdoctoral Fellow - Mathematics

Postdoctoral Fellow - Teaching

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Course Instructor Positions (Unit 1)

See the full list of CUPE 3902 Unit 1 Job Postings for Summer 2022 here: https://unit1.hrandequity.utoronto.ca/

Partial Differential Equations (Online + In Person Final) - APM346H1Y

Nonlinear Optimization (Online + In Person Final) - APM462H1Y

Calculus I (In Person) - MAT135H1F

Calculus I (In Person) - MAT135H1S

Calculus I (Online + In Person Final) - MAT135H1Y

Calculus I (In Person) - MAT136H1F

Calculus II (In Person) - MAT136H1S

Calculus II (Online + In Person Final) - MAT136H1Y

Calculus with Proofs (In Person) - MAT137Y1Y

Introduction to Proofs - MAT138H1S

Linear Algebra I (In Person) - MAT223H1F

Linear Algebra I (Online + In Person Final) - MAT223H1Y

Linear Algebra II (In Person) - MAT224H1F

Linear Algebra II (In Person) - MAT224H1S

Linear Algebra II (Online + In Person Final) - MAT224H1Y

Multivariable Calculus (Online + In Person Final) - MAT235Y1Y

Multivariable Calculus with Proofs (In Person) - MAT237Y1Y

Multivariable Calculus with Proofs (Online + In Person Final) - MAT237Y1Y

Introduction to Ordinary Differential Equations (Online + In Person Final) - MAT244H1Y

Concepts in Abstract Mathematics (Online + In Person Final Exam) - MAT246H1Y

Groups and Symmetries (In Person) - MAT301H1Y

Groups and Symmetries (Online + In Person Final) - MAT301H1Y

Introduction to Number Theory (Online + In Person Final) - MAT315H1Y

Introduction to Topology (Online + In Person Final) - MAT327H1Y

Complex Variables (In Person) - MAT334H1Y

Complex Variables (Online + In Person Final) - MAT334H1Y

Introduction to Real Analysis (Online + In Person Final) - MAT337H1Y

Introduction to Combinatorics (In Person) - MAT344H1Y

Introduction to Combinatorics (Online + In Person Final) - MAT344H1Y

Differential Geometry (Online + In Person Final) - MAT367H1Y

Polynomial Equations and Fields (Online + In Person Final) - MAT401H1Y

Classical Geometries (Online + In Person Final) - MAT402H1Y

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Sessional Lecturer Positions (Unit 3)

The Department of Mathematics at the St. George campus may offer a few positions for Sessional Lecturers in any given academic year. We normally do not offer Sessional Instructional Assistant positions.

These positions are opened to external members of the University of Toronto.  Please note, current registered students and postdoctoral fellows of the University of Toronto are covered by the CUPE 3902 Unit 1 collective agreement rather than the Unit 3 collective agreement, and should not apply for positions posted under the Unit 3 collective agreement.

Sessional Lecturer CUPE 3902 Unit 3 Continuously-Posted Notice

Continuously-Posted-Notice

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All qualified candidates are encouraged to apply; however, Canadians and permanent residents will be given priority.

Diversity Statement

The University of Toronto is strongly committed to diversity within its community and especially welcomes applications from racialized persons / persons of colour, women, Indigenous / Aboriginal People of North America, persons with disabilities, LGBTQ2S+ persons, and others who may contribute to the further diversification of ideas.

Accessibility Statement

The University strives to be an equitable and inclusive community, and proactively seeks to increase diversity among its community members. Our values regarding equity and diversity are linked with our unwavering commitment to excellence in the pursuit of our academic mission.

The University is committed to the principles of the Accessibility for Ontarians with Disabilities Act (AODA). As such, we strive to make our recruitment, assessment and selection processes as accessible as possible and provide accommodations as required for applicants with disabilities.

If you require any accommodations at any point during the application and hiring process, please contact uoft.careers@utoronto.ca.

 

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