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
- See Building Codes and the Campus Map.
Key to building codes:
AB--Astronomy and Astrophysics, 50 St. George Street
AH--Muzzo Family Alumni Hall, 121 St. Joseph 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
HA--Haultain Building, 170 College Street (rear of)
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
WY--Sheraton Hall, Wycliffe College, 5 Hoskin Avenue
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.
2025–26 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: TBA
Classes end in F courses: TBA
IMPORTANT DATES (attendance is mandatory for all new students)
TBA
Core Courses
| Course | Title (click for description) | Session | Section / Time | Location | Instructor |
|---|---|---|---|---|---|
| MAT1000HF MAT457H1F |
Real Analysis I | F | TBA | TBA | I. Uriarte-Tuero |
| MAT1001HS MAT458H1S |
Real Analysis II | S | TBA | TBA | S. Alexakis |
| MAT1002HS MAT454H1S |
Complex Analysis | S | TBA | TBA | E. Bierstone |
| MAT1060HF | Partial Differential Equations I | F | TBA | TBA | S. Aretakis |
| MAT1061HS | Partial Differential Equations II | S | TBA | TBA | R. Haslhofer |
| MAT1100HF | Algebra I | F | TBA | TBA | J. Desjardins |
| MAT1101HS | Algebra II | S | TBA | TBA | F. Herzig |
| MAT1300HF | Differential Topology | F | TBA | TBA | A. Kupers |
| MAT1301HS | Algebraic Topology | S | TBA | TBA | D. Bar-Natan |
| MAT1600HF | Mathematical Probability I | F | TBA | TBA | J. Quastel |
| MAT1601HS | Mathematical Probability II | S | TBA | TBA | B. Landon |
| MAT1850HF | Linear Algebra and Optimization | F | TBA | TBA | A. Stinchcombe |
Cross-Listed Courses
| Course | Title (click for description) | Session | Section / Time | Location | Instructor |
|---|---|---|---|---|---|
| MAT1011HF MAT436H1F |
Introduction to Linear Operators | F | TBA | TBA | TBA |
| MAT1200HS MAT415H1S |
Algebraic Number Theory | S | TBA | TBA | TBA |
| MAT1342HF MAT464H1F |
Riemannian Geometry | F | TBA | TBA | TBA |
| MAT1404HF MAT409H1F |
Set Theory | F | TBA | TBA | TBA |
| MAT1723HF APM421H1F |
Mathematical Foundations of Quantum Mechanics and Quantum Information Theory | F | TBA | TBA | TBA |
| MAT1016HS MAT437H1S |
Topics in Operator Algebras: K-Theory and C*-Algebras | S | TBA | TBA | TBA |
| MAT1194HS MAT449H1S |
Algebraic Curves | S | TBA | TBA | TBA |
| MAT1196HS MAT445H1S |
Representation Theory | S | TBA | TBA | TBA |
| MAT1302HS APM461H1S |
Combinatorial Methods | S | TBA | TBA | TBA |
| MAT1340HS MAT425H1S |
Differential Topology | S | TBA | TBA | TBA |
| MAT1501HS MAT482H1S |
Topics in Mathematics: Graph Theory | S | TBA | TBA | TBA |
| MAT1508HS APM446H1S |
Applied Nonlinear Equations | S | TBA | TBA | TBA |
| MAT1700HS APM426H1S |
General Relativity | S | TBA | TBA | TBA |
| MAT1856HS APM466H1S |
Mathematical Theory of Finance | S | TBA | TBA | TBA |
Topics Courses
| Course | Title (click for description) | Session | Section / Time | Location | Instructor |
|---|---|---|---|---|---|
| MAT1013HF** | Theory of Several Complex Variables II: Complex Geometry (Griffith-Harris or Huybrechts) | F | TBA | TBA | T. Collins |
| MAT1062HF | Topics in Partial Differential Equations I: Geometric Fluid Dynamics | F | TBA | TBA | B. Khesin |
| MAT1105HF | Topics in Representation Theory: Representations of reductive p-adic groups | F | TBA | TBA | M. Gerbelli-Gauthier |
| MAT1128HF | Gaussian distributions with applications | F | TBA | TBA | D. Panchenko |
| MAT1190HF** | Algebraic Geometry I | F | TBA | TBA | M. Groechenig |
| MAT1210HF | Topics in Number Theory: Galois cohomology with applications to number theory | F | TBA | TBA | K. Murty |
| MAT1312HF | Topics in Geometry: Geometry of Quantum Mechanics | F | TBA | TBA | M. Gualtieri |
| MAT1341HF** | Index Theory | F | TBA | TBA | E. Meinrenken |
| MAT1435HF | Topics in Set Theory: Forcing | F | TBA | TBA | S. Todorcevic |
| MAT1497HF | Professional Development | F | TBA | TBA | TBA |
| MAT1502HF** | Optimal Transportation and Its Applications | F | TBA | TBA | R. McCann |
| MAT1510HF | Deep Learning | F | TBA | TBA | V. Papyan |
| MAT1739HF** | Applied PDEs. Applied analysis | F | TBA | TBA | M. Sigal |
| MAT1120HS | Lie Groups and Lie Algebras I | S | TBA | TBA | L. Jeffrey |
| MAT1128HS** | Topics in Probability: Stochastic differential equations | S | TBA | TBA | J. Quastel |
| MAT1190HS** | Algebraic Geometry II | S | TBA | TBA | D. Litt |
| MAT1191HS | Topics in Algebraic Geometry: Prismatic F-gauges | S | TBA | TBA | V. Vologodsky |
| MAT1192HS | Advanced Topics in Algebraic Geometry: Geometric representation theory | S | TBA | TBA | N. Rozenblyum |
| MAT1210HS | Topics in Number Theory: Galois cohomology with applications to number theory | S | TBA | TBA | A. Shankar |
| MAT1304HS** | Topics in Combinatorics | S | TBA | TBA | L. Gishboliner |
| MAT1314HS | Introduction to Noncommutative Geometry | S | TBA | TBA | G. Elliott |
| MAT1347HS | Topics in symplectic geometry and topology: mirror symmetry and Langlands duality | S | TBA | TBA | B. Gammage |
| MAT1497HS | Professional Development | S | TBA | TBA | TBA |
| MAT1502HS | Topics in Geometric Analysis: Complex Monge-Ampere equations and Kahler geometry | S | TBA | TBA | F. Tong |
| MAT1520HS** | Wave propagation: Introduction to nonlinear dispersive equations | S | TBA | TBA | C. Sulem |
| MAT1739HS | Topics in General Relativity: Self-Similarity and the Einstein Vacuum Equations | S | TBA | TBA | Y. Shlapentokh-Rothman |
| MAT1800HS** | Methods of Applied Mathematics | S | TBA | TBA | A. Stinchcombe |
** Intermidiate topics course