Graduate Courses Timetable

First term classes begin Monday, September 12, 2005.
Second term classes begin the week of January 9, 2006.

Course Number Course Name Instructor Time Room

MAT 1000YY
MAT 457Y1Y Real Analysis A. del Junco MWF12 BA6183

MAT 1001HS
MAT 454H1S Complex Analysis M.-D. Choi MWF 10 BA6183

MAT 1002HS Geometry and Analysis on Cauchy Riemann Manifolds J. Bland T 11-2 BA B025

MAT 1003HF Theory of Several Complex Variables T. Bloom T 11-1
Th 2 BA6180
BA6180

MAT 1037HS Introduction to Von Neumann Algebras G.A. Elliott MWF 1 BA6183

MAT 1051HF
MAT 468H1F Ordinary Differential Equations M. Goldstein W 2-4
F 2-4 BA3012
BA6183

MAT 1060HF Partial Differential Equations I A. Nachman Th 3-6 BA6183

MAT 1061HS Partial Differential Equations II R. Jerrard Th 3-6 BA2179

MAT 1062HF Topics in Linear Partial Differential Equations II V. Ivrii M 12
W 1
F 11 BA2185
BA4010
BA 6180

MAT 1100YY Algebra J. Repka MWF11 BA6183

MAT 1120HF Clifford Algebras and Lie Groups E. Meinrenken MWF 10 BA6183

MAT 1126HF Lie Groups and Fluid Dynamics B. Khesin W 11-1
F 12-1 BA6180

MAT 1155HS
MAT 448H1S Introduction to Commutative Algebra and Algebraic Geometry S. Arkhipov M 6-8
F 2-3 BA6183

MAT 1190HS Introduction to Algebraic Geometry, Toric Varieties and Newton Polyhedra A. Khovanskii M 3-5
Th 2 BA3000
BA6180

MAT 1194HF
MAT 449H1F Introduction to Algebraic Geometry, Algebraic Curves and Plane Geometry A. Khovanskii T 1-3
Th 1 BA6183

MAT 1196HF
MAT 445H1F Representation Theory F. Murnaghan M 3-5
R 4-5 BA B025
BA2139

MAT 1199HF Introduction to Modular Forms V. Blomer M 2
Th 8-10 BA6180
BA6183

MAT 1200HS
MAT 415H1S Algebraic Number Theory H. Kim T 12-2
W 9 BA6183

MAT 1300YY
MAT 427H1S Topology D. Bar-Natan T 10-12
Th 10 BA6183

MAT 1302HS
APM 461H1S
CSC 2413HS Combinatorial Methods S. Tanny T 2-4
Th 3 BA6183

MAT 1314HF Introduction to Non-Commutative Geometry G.A. Elliott MWF 1 BA6183

MAT 1340HF
MAT 425H1F Differential Topology A. Nabutovsky M 2
Th 2-4 BA2175
BA3012

MAT 1342HS Differential Geometry G. Mikhalkin M 10:30-12
F 10:30-12 BA3000
BA3000

MAT 1355HS Resolution of Singularities E. Bierstone MWF 10 BA6180

MAT 1404HF
MAT 409H1F Set Theory F.D. Tall T 12
Th 11-1 BA6183

MAT 1450HS Set Theory: Ramsey Theory S. Todorcevic T 4-5:30
F 4-5:30 BA6183
BA4010

MAT 1499HS Teaching Large Classes J. Repka Th 9-10:30 BA6180

MAT 1500YY
MAT 1501HF
MAT 1502HS Applied Analysis I.M. Sigal M 5
F 4-7 BA2159
BA6183

MAT 1502HF Stochastic Loewner Evolution
(offered at the Fields Institute) I. Binder T 3-4:30
Th 3-4:30 Fields Inst.

MAT 1638HS
APM 436H1S Fluid Mechanics J. Colliander T 3-4:30
Th 1:30-3 BA3116
BA6183

MAT 1700HS
APM 426H1S General Relativity R. McCann Org. Meeting
Tues., Jan. 10
11-1 BA3000

MAT 1723HF
APM 421H1F Foundations of Quantum Mechanics R. Jerrard T 2-4
Th 2-3 RS211

MAT 1739HF Renormalizations: From Circle Diffeomorphisms to KAM Theory
(offered at the Fields Institute) K. Khanin M 1-3
F 1 FI Library

MAT 1751HF Topics in Computational Mathematics M. Shub M 5
W 12-2 BA3000
WB144

MAT 1839HS Optimal Transportation and Nonlinear Dynamics R. McCann Org. Meeting
Tues., Jan. 10
1-3 BA4010

MAT 1843HS Bifurcation, Symmetry-Breaking, and Pattern Formation M. Golubitsky M 1
W 12-2 BA3000

MAT 1844HF Renormalization in One-Dimensional Dynamics
(offered at the Fields Institute) M. Yampolsky M 1-3
F 1-2 FI Library

MAT 1845HF Dynamics in Dimension Two C. Pugh T 9
Th 11-1 BA6183
WB144

MAT 1846HS Several Gems of Complex Dynamics
(offered at the Fields Institute) M. Yampolsky TBA TBA

MAT 1847HS Holomorphic Dynamics
(offered at the Fields Institute) M. Lyubich TBA TBA

MAT 1856HS
APM 466H1S Mathematical Theory of Finance L. Seco W 2-5 LM155

STA 2111HF Graduate Probability I J. Rosenthal T 2-5 RW142

STA 2211HS Graduate Probability II J. Rosenthal T 2-5 SS1069

Key to building codes:
BA -- Bahen Centre, 40 St. George Street
FI -- Fields Institute, 222 College Street
GB -- Galbraith Bulding, 35 St. George Street
KP -- Koffler Institute for Pharmacy Management, 569 Spadina Avenue
LM -- Lash Miller Chemical Labs, 80 St. George Street
NU -- Nursing Building, 50 St. George Street
RS -- Rosebrugh Building, 4 Taddle Creek Road
RW -- Ramsey Wright Building, 25 Harbord Street
SS -- Sidney Smith Hall, 100 St. George Street
WB -- Wallberg Building, 200 College Street

Last updated: December 6, 2005

Course Number	Course Name	Instructor	Time	Room
MAT 1000YY MAT 457Y1Y	Real Analysis	A. del Junco	MWF12	BA6183
MAT 1001HS MAT 454H1S	Complex Analysis	M.-D. Choi	MWF 10	BA6183
MAT 1002HS	Geometry and Analysis on Cauchy Riemann Manifolds	J. Bland	T 11-2	BA B025
MAT 1003HF	Theory of Several Complex Variables	T. Bloom	T 11-1 Th 2	BA6180 BA6180
MAT 1037HS	Introduction to Von Neumann Algebras	G.A. Elliott	MWF 1	BA6183
MAT 1051HF MAT 468H1F	Ordinary Differential Equations	M. Goldstein	W 2-4 F 2-4	BA3012 BA6183
MAT 1060HF	Partial Differential Equations I	A. Nachman	Th 3-6	BA6183
MAT 1061HS	Partial Differential Equations II	R. Jerrard	Th 3-6	BA2179
MAT 1062HF	Topics in Linear Partial Differential Equations II	V. Ivrii	M 12 W 1 F 11	BA2185 BA4010 BA 6180
MAT 1100YY	Algebra	J. Repka	MWF11	BA6183
MAT 1120HF	Clifford Algebras and Lie Groups	E. Meinrenken	MWF 10	BA6183
MAT 1126HF	Lie Groups and Fluid Dynamics	B. Khesin	W 11-1 F 12-1	BA6180
MAT 1155HS MAT 448H1S	Introduction to Commutative Algebra and Algebraic Geometry	S. Arkhipov	M 6-8 F 2-3	BA6183
MAT 1190HS	Introduction to Algebraic Geometry, Toric Varieties and Newton Polyhedra	A. Khovanskii	M 3-5 Th 2	BA3000 BA6180
MAT 1194HF MAT 449H1F	Introduction to Algebraic Geometry, Algebraic Curves and Plane Geometry	A. Khovanskii	T 1-3 Th 1	BA6183
MAT 1196HF MAT 445H1F	Representation Theory	F. Murnaghan	M 3-5 R 4-5	BA B025 BA2139
MAT 1199HF	Introduction to Modular Forms	V. Blomer	M 2 Th 8-10	BA6180 BA6183
MAT 1200HS MAT 415H1S	Algebraic Number Theory	H. Kim	T 12-2 W 9	BA6183
MAT 1300YY MAT 427H1S	Topology	D. Bar-Natan	T 10-12 Th 10	BA6183
MAT 1302HS APM 461H1S CSC 2413HS	Combinatorial Methods	S. Tanny	T 2-4 Th 3	BA6183
MAT 1314HF	Introduction to Non-Commutative Geometry	G.A. Elliott	MWF 1	BA6183
MAT 1340HF MAT 425H1F	Differential Topology	A. Nabutovsky	M 2 Th 2-4	BA2175 BA3012
MAT 1342HS	Differential Geometry	G. Mikhalkin	M 10:30-12 F 10:30-12	BA3000 BA3000
MAT 1355HS	Resolution of Singularities	E. Bierstone	MWF 10	BA6180
MAT 1404HF MAT 409H1F	Set Theory	F.D. Tall	T 12 Th 11-1	BA6183
MAT 1450HS	Set Theory: Ramsey Theory	S. Todorcevic	T 4-5:30 F 4-5:30	BA6183 BA4010
MAT 1499HS	Teaching Large Classes	J. Repka	Th 9-10:30	BA6180
MAT 1500YY MAT 1501HF MAT 1502HS	Applied Analysis	I.M. Sigal	M 5 F 4-7	BA2159 BA6183
MAT 1502HF	Stochastic Loewner Evolution (offered at the Fields Institute)	I. Binder	T 3-4:30 Th 3-4:30	Fields Inst.
MAT 1638HS APM 436H1S	Fluid Mechanics	J. Colliander	T 3-4:30 Th 1:30-3	BA3116 BA6183
MAT 1700HS APM 426H1S	General Relativity	R. McCann	Org. Meeting Tues., Jan. 10 11-1	BA3000
MAT 1723HF APM 421H1F	Foundations of Quantum Mechanics	R. Jerrard	T 2-4 Th 2-3	RS211
MAT 1739HF	Renormalizations: From Circle Diffeomorphisms to KAM Theory (offered at the Fields Institute)	K. Khanin	M 1-3 F 1	FI Library
MAT 1751HF	Topics in Computational Mathematics	M. Shub	M 5 W 12-2	BA3000 WB144
MAT 1839HS	Optimal Transportation and Nonlinear Dynamics	R. McCann	Org. Meeting Tues., Jan. 10 1-3	BA4010
MAT 1843HS	Bifurcation, Symmetry-Breaking, and Pattern Formation	M. Golubitsky	M 1 W 12-2	BA3000
MAT 1844HF	Renormalization in One-Dimensional Dynamics (offered at the Fields Institute)	M. Yampolsky	M 1-3 F 1-2	FI Library
MAT 1845HF	Dynamics in Dimension Two	C. Pugh	T 9 Th 11-1	BA6183 WB144
MAT 1846HS	Several Gems of Complex Dynamics (offered at the Fields Institute)	M. Yampolsky	TBA	TBA
MAT 1847HS	Holomorphic Dynamics (offered at the Fields Institute)	M. Lyubich	TBA	TBA
MAT 1856HS APM 466H1S	Mathematical Theory of Finance	L. Seco	W 2-5	LM155
STA 2111HF	Graduate Probability I	J. Rosenthal	T 2-5	RW142
STA 2211HS	Graduate Probability II	J. Rosenthal	T 2-5	SS1069