Graduate Courses in Mathematics
For more information about a course, contact the instructor or follow the given link.
Fall courses start September 5 and 6, 2019, unless otherwise indicated.
Course selection for incoming students happens after arrival in discussion with the supervisor.
Note: Students may also be interested in taking courses offered by other departments, such as Applied Mathematics.
A list of core courses, with descriptions of their content, is provided here. Core courses are marked below with a *.
Fall 2019
Winter 2020
- Math 9020B/4120B — *Field Theory / A. Dhillon; MWF 10:30-11:30; MC 108
- Math 9022B/4122B — *Introduction to Measure Theory / J. Adamus; MWF 1:30-2:30; MC 108
- Math 9050B/3121B — Advanced Linear Algebra / G. Denham; MWF 9:30-10:30; MC 108
- Math 9052B/4152B — *Algebraic Topology / M. Pinsonnault; Tu 9:30-11:30, Th 9:30-10:30, MC 108
- Math 9053B/4153B — *Algebraic Geometry / A. Dhillon; MWF 11:30-12:30; MC 107
- Math 9147B — Lie Groups / T. Barron; Tu 1:30-3:30, Th 2:30-3:30; MC 108
- Math 9406B — Pro-finite Groups / D. Riley; Tu 11:30-12:30, Th 10:30-12:30; MC 108
Past graduate courses
Summer 2019
Winter 2019
Fall 2018
Summer 2018
Winter 2018
Fall 2017
Summer 2017
Winter 2017
Fall 2016
Summer 2016
Winter 2016
Fall 2015
Summer 2015
Winter 2015
Fall 2014
- Math 9020A/4120A — Field Theory / N. Lemire
- Math 9021A/4121A — *General Topology / G. Denham
- Math 9022A/4122A — *Intro. to Measure Theory / G. Sinnamon
- Math 9023A/4123A — *Rings and Modules / L. Renner
- Math 9050A/3121A — Linear Algebra / L. Renner
- Math 9055A/4155A — *Calculus on Manifolds/ Eshmatov
- Math 9056A/4156A — *Complex Analysis I / M. Manolaki
- Math 9500A — Algebraic K-Theory / R. Jardine
- Math 9043 — Combinatorial Mathematics / G. Denham; reading course
- Math 9051 — Algebraic Number Theory / Nguyen; reading course
- Math 9305 — Complex Approximation Theory / A. Boivin; reading course
- Math 9402 — Noncommutative Ring Theory / D. Riley; reading course
- Math 9403 — Topics in Linear Algebraic Groups / L. Renner; reading course
- Math 9405 — Polynomial Identity Algebras / D. Riley; reading course
- Math 9600 — Topics in Differential Geometry / M. Pinsonnault; reading course
- Math 9607 — Complex Analytic Geometry / J. Adamus; reading course
Summer 2014
Winter 2014
- 9020B — Field Theory / Bacard
- 9021B — Topology / M. Franz
- 9054B — Functional Analysis / Eshmatov
- 9141B — Commutative Algebra / N. Lemire
- 9151B — Homotopy Theory / R. Jardine
- 9161B — Differential Geometry / M.Pinsonnault
- 9600B — Topics in Differential Geometry / M. Khalkhali
- 9022B — Measure Theory/ G. Sinnamon
- 9613 — Hyperplane Arrangements / G. Denham; reading course
- 9313 — Topics in Differential Equations / R. Shafikov; reading course
Fall 2013
Summer 2013
Winter 2013
Fall 2012
Summer 2012
- 9056 — Complex Analysis I / A. Boivin
Mid-May until the end of July. Details to be announced.
- 9140 — Representation Theory of Finite Groups / D. Christensen
- 9146 — Category Theory / A. Dhillon
Winter 2012
- 9020 — Field Theory / N. Lemire
- 9021 — General Topology / J. Adamus
- 9022 — Measure Theory / G. Sinnamon
- 9043 — Combinatorial Mathematics / G. Denham
- 9053 — Algebraic Geometry / A. Dhillon
- 9058 — Foundations of Mathematics / M. Dawes
- 9144 — Homological Algebra / G. Denham
- 9145 — Cryptography / M. Franz
- 9502 — Topics in Homotopy Theory II (Derived Algebraic Geometry) / P. Lowrey
- 9603 — Non-commutative geometry (Spectral Geometry) / M. Khalkhali
- 9607 — Complex Analytic Geometry / J. Adamus
Fall 2011
- 9023 — Rings and Modules / S. Rankin
- 9052 — Algebraic Topology / D. Christensen
- 9058 — Foundations of Mathematics / M. Dawes
- 9131 — Topics in Functional Analysis / A. Boivin Reading course;
- 9160 — Smooth Manifolds / R. Shafikov
- 9302 — Riemann Surfaces / M. Khalkhali
- 9306 — Banach Function Spaces / G. Sinnamon
- 9403 — Topics in Linear Algebraic Groups / L. Renner Reading course;
- 9405 — Polynomial Identity Algebras / D. Riley
Reading course
- 9413 — Milnor K-Theory / J. Minác; course outline
- 9501 — Topics in Homotopy Theory I (Higher Category Theory) / M. Robertson
Summer 2011
Winter 2011
- 9020B — Field Theory / M. Franz
- 9021B — General Topology / S. Tohaneanu
- 9022B — Introduction to Measure Theory / M. Khalkhali
- 9059B — Special Topics (Commutative Algebra) / L. Renner
- 9142B — Linear Algebraic Groups / L. Renner
- 9143B — Introduction to Lie Algebra / M. Franz
- 9152B — Algebraic Topology II / D. Christensen
- 9500B — Algebraic K-Theory / R. Jardine
- 9506B — Index Theory / M. Khalkhali
Fall 2010
- 9023A — Rings and Modules / N. Lemire
- 9051A — Algebraic Number Theory / J. Minác
- 9052A — Algebraic Topology / D. Christensen
- 9055A — Calculus on Manifolds / T. Foth
- 9056A — Complex Analysis I / S. Randriambololona
- 9501A — Topics in Homotopy Theory I / R. Jardine
- 9508A — Topological K-Theory / M. Pinsonnault
2009-2010
- 9020B — Field Theory / S. Rankin
- 9021B — General Topology / R. Kane
- 9022B — Intro. to Measure Theory / P. Milnes
- 9023A — Rings and Modules / D. Riley
- 9052A — Algebraic Topology / R. Kane
- 9053A — Algebraic Geometry / A. Dhillon
- 9054A — Intro. to Functional Analysis (Hilbert spaces) / M. Khalkhali
- 9056B — Complex Analysis I / R. Shafikov
- 9131B — Topics in Functional Analysis (Banach spaces)
- 9140B — Representation Theory / D. Christensen
- 9144A — Homological Algebra / R. Jardine
- 9147A — Intro. to Lie Groups / M. Pinsonnault
- 9151B — Homotopy Theory / R. Jardine
- 9160A — Smooth Manifolds / M. Khalkhali
- 9303A — Several Complex Variables / R. Shafikov
- 9406B — Profinite Groups / D. Riley
- 9410A — Topics in Galois Theory II (Étale Algebras) / J. Minác
- 9502B — Topics in Homotopy Theory II (Homotopy Theory of Stacks) / R. Jardine
- 9507B — Topics in Toric Topology / M. Franz
- 9607A — Complex Analytic Geometry / J. Adamus
- 9610B — Intro. to Sheaves and Schemes / J. Adamus
- 9611B — Topics in Symplectic Geometry / M. Pinsonnault
2008-2009
- 9020B — Field Theory / J. Minác
- 9021A — General Topology / R. Kane
- 9022B — Intro. to Measure Theory / A. Dhillon
- 9043A — Combinatorial Mathematics I / J. Minác
- 9051B — Algebraic Number Theory / J. Minác
- 9052B — Algebraic Topology I / R. Kane
- 9054A — Functional Analysis I / T. Foth
- 9056A — Complex Analysis I / A. Boivin
- 9057B — Complex Analysis II / A. Boivin
- 9058A — Foundation of Mathematics / M. Dawes
- 9141B — Commutative Algebra / N. Lemire
- 9144B — Homological Algebra / G. Denham
- 9152A — Algebraic Topology II / D. Christensen
- 9170B — Methods of Quantum Computing / M. Khalkhali
- 9302B — Riemann surfaces / R. Shafikov
- 9403A — Topics in Linear Algebraic Groups ("Topology of Groups Embeddings") / L. Renner
- 9405B — Polynomial Identity Algebras / D. Riley
- 9409A — Topics in Galois Theory (Galois p-Groups) / J. Minác
- 9500A — K-Theory / R. Jardine
- 9501B — Topics in Homotopy Theory I (Local Homotopy Theory) / R. Jardine
- 9601B — Symplectic Geometry / M. Franz
- 9608A — Topics in Complex Analytic Geometry / J. Adamus
- 9609A — Morse Theory / M. Pinsonnault
- 9610A — Topics in Complex Geometry (Holomorphic Structures in Noncommutative Geometry) / M. Khalkhali
