Tentative Course Listings: 2026-27

Exam Schedule 

Core Courses Fall Final Exam Schedule: TBA

Core Courses Winter Final Exam Schedule: TBA

Course List Legend

  • F = a half-year course in the first term (September – December)
  • S = a half-year course in the second term (January – April)
  • M = Monday
  • T = Tuesday
  • W = Wednesday
  • TH = Thursday
  • F = Friday

Key to building codes:

AB--Astronomy and Astrophysics, 50 St. George Street
AP--Anthropology Building, 19 Ursula Franklin Street
BA--Bahen Centre, 40 St. George Street
FI--Fields Institute, 222 College Street
GB--Galbraith Building, 35 St. George Street
HS--Health Sciences Building, 155 College Street
HU--215 Huron Street, 10th Floor 
KP--Koffler House, 569 Spadina Avenue
MP--McLennan Physical Laboratories, 255 Huron Street
MS--Medical Sciences Building, 1 King's College Circle
MY--Myhal Centre, 55 St. George Street
SS--Sidney Smith Hall, 100 St. George Street
SU--Student Commons, 230 College Street
UC--University College, 15 King's College Circle
WB--Wallberg Building, 184-200 College Street

Mathematics graduate students can take suitable graduate courses in other departments (CS, Physics, Chemistry, Eng. etc. ) to satisfy their course credit requirement. Two-thirds of the course requirements for each degree should be in the Mathematics Department.

Please contact the Graduate Office early on if you are looking for enrollment in popular non mathematics courses, as they fill up fast.

2026–27 Course Listings

You can also find a list of our graduate courses at the School of Graduate Studies page for our department. 

Note: Please click on column titles to sort courses by session, titles, section etc. 

All F courses start: 
Classes end in F courses: 

All S courses start: 
Classes end in S courses: 

MAT1497H - Professional Development - emails will be sent out from the graduate office with regards to registering for sessions within this course.

IMPORTANT DATES (attendance is mandatory for all new students)

  • TBA

Core Courses 

Course Title (click for description) Session Day / Time Location Instructor
MAT1000HF*
MAT457H1F		 Real Analysis I F TBA TBA A. Nabutovsky
MAT1001HS*
MAT458H1S		 Real Analysis II S TBA TBA K. Zhang
MAT1002HS*
MAT454H1S		 Complex Analysis S TBA TBA E. Murphy
MAT1060HF Partial Differential Equations I  F TBA TBA I. Uriarte-Tuero 
MAT1061HS Partial Differential Equations II S TBA TBA F. Tong
MAT1100HF Algebra I F TBA TBA M. Mavraki
MAT1101HS Algebra II S TBA TBA N. Rozenblyum
MAT1300HF Differential Topology F TBA TBA F. Manin
MAT1301HS Algebraic Topology S TBA TBA E. Elmanto
MAT1600HF Mathematical Probability I F TBA TBA D. Dauvergne
MAT1601HS Mathematical Probability II S TBA TBA J. Quastel
MAT1850HF Linear Algebra and Optimization F TBA TBA A. Stinchcombe

* Indicates the graduate course code

Other Courses 

Course Title (click for description) Session Day / Time Location Instructor
MAT1005HF** Fourier Analysis F TBA TBA F. Pusateri
MAT1126HF Lie Groups and Fluid Dynamics: Topological Fluid Dynamics F TBA TBA B. Khesin
MAT1190HF** Algebraic Geometry I F TBA TBA H. Spink
MAT1304HF Topics in Combinatorics: Extremal Combinatorics F TBA TBA L. Gishboliner
MAT1307HF
CSC2406HF		 Mathematical Methods in the Theory of Computation F TBA TBA S. Kopparty
MAT1341HF** Topics in Differential Geometry: Moduli spaces of flat bundles over surfaces F TBA TBA E. Meinrenken
MAT1502HF** Topics in Geometric Analysis: Analysis and Geometry of Metric Measure Spaces F TBA TBA R. McCann
MAT1800HF Methods of Applied Mathematics F TBA TBA C. Sulem
MAT1845HF Dynamical Systems F TBA TBA M. Yampolsky
MAT1128HF** Topics in Probability: Modern discrete probability F TBA TBA B. Virag
MAT1190HS** Algebraic Geometry II S TBA TBA B. Gammage
MAT1210HS Topics in Number Theory: Motives, Periods and Transcendence S TBA TBA K. Murty
MAT1211HS** Topics in Number Theory: Class Field Theory S TBA TBA F. Herzig
MAT1304HS** Topics in Combinatorics: Combinatorics/ discrete mathematics S TBA TBA S. Saraf
MAT1309HS** Geometric Inequalities: Geometric Measure Theory S TBA TBA Y. Liokumovich
MAT1312HS Topics in Geometry: Introduction to Motives/Motiivic Homotopy Theory S TBA TBA T. Annala
MAT1318HS Seminar in Geometry and Topology: Invitation to Alexandrov geometry: CAT(0) spaces S TBA TBA V. Kapovitch
MAT1502HS** Topics in Geometric Analysis: Variation of methods in Analysis S TBA TBA A. Burchard
MAT1525HS Topics in Inverse Problems and Image Analysis: Variational Methods in Imaging and Generative Neural Networks S TBA TBA A. Nachman
MAT1128HS** Topics in Mathematical Physics: Statistical mechanics of lattice models S TBA TBA B. Landon
MAT1501HS
CSC2410HS		 Graph Theory S TBA TBA M. Molloy

** Intermediate topics course
Intermediate Topics Courses bridge the gap between core courses and specialized topics courses for some research areas; they serve to prepare students for advanced research and to help bridge knowledge and areas for further study.