2009-2010 Tentative Graduate Course Timetable

F = First term (Wednesday, September 9 - Friday, December 4, 2009)
S = Second term (Monday, January 4 - Thursday, April 1, 2010)
Y = Year (First term + second term)

Course Number	Course Name	Instructor	Time	Room
JEB1433HS	Medical Imaging	A. Nachman	W 1-2 R 10-12	BA 026
MAT1000HF MAT457Y1Y	Real Analysis I	L. Guth	MWF 12	BA 6183
MAT1001HS MAT457Y1Y	Real Analysis II	L. Guth	MWF 12	BA 6183
MAT1002HS MAT454H1S	Complex Analysis	C. Pugh	MWF 10	BA 6183
MAT1007HS	Hardy Classes of Analytic Functions	M. Goldstein	M10 W2-4	BA 4010 BA 6180
MAT1011HS	Introduction to Linear Operators	G. Elliott	TWF 11	HU 1018
MAT1045HF	Probability and Geometry on Groups	G. Pete	W1-4	BA 3000
MAT1060HF	Partial Differential Equations I	A. Burchard	MWF 11	BA 6183
MAT1061HS	Partial Differential Equations II	J. Colliander	TWF 11	BA 6183
MAT1062HF	Introduction to Geometric Flows	M. Sigal	W5-6 F3-6	BA 3000
MAT1063HF	Introduction to Microlocal Analysis	F. Rochon	TR 2-3:30	BA 6180
MAT1100HF	Algebra I	S. Arkhipov	M10 R 11-1	BA 6183
MAT1101HS	Algebra II	S. Arkhipov	M1 R11-1	BA 6183
MAT1120HF	Lie Groups and Clifford Algebras	E. Meinrenken	M12 WF 11	BA 2195 BA 2175
MAT1124HS	Random Matrix Theory	B. Virag	R2-5	BA 6180
MAT1155HF MAT448H1F	Introduction to Commutative Algebra and Algebraic Geometry	J. Kamnitzer	T 10-11:30 R 9:30-11	BA 2165 BA 2155
MAT1197HF	Introduction to Automorphic Forms	J. Arthur	W 9 F 9-11	BA 6183
MAT1198HS	Automorphic Forms and the Trace Formula	J. Arthur	W 9 R 9-11	BA 6183
MAT1200HF	Modular forms of half-integral weight	K. Murty	T9-11 R9-10	BA 6180
MAT1210HS	The Arithmetic Theory of Modular Curves	S. Kudla	T 4 F 3-5	BA 6180
MAT1299HS	General Topology	F. Tall	M 4-6 F 4-5:30	BA 4010
MAT1300HF	Topology I	M. Gualtieri	T 12-2 R1	BA 6183
MAT1301HS	Topology II	L. Jeffrey	M 11 F 3-5	B A6183
MAT1302HS CSC2413HS APM 461H1S	Combinatorial Methods	B. Szegedy	W 6-9:30	HS 106
MAT1312HF	Complexity and Computability in Topology, Geometry and Dynamics (Fields Institute)	A. Nabutovsky M. Yampolsky	MW10-11:30	FI 230
MAT1340HF MAT425H1F	Introduction to Smooth Topology and Mapping Degree Theory	A. Khovanskii	M2-4 W10-11	BA 2155 BA 6183
MAT1341HS	Morse Theory	M. Gualtieri	T1-3 R 1-2	BA 6183
MAT1342HF MAT464H1F	Differential Geometry	V. Kapovitch	T4-6 F10	BA 6183 BA 3000
MAT1345HF	Fibre Bundles, Characteristic Classes, and K-Theory	P. Selick	M 11 W 1-3	BA 6180
MAT1347HS	Hamiltonian Group Actions	Y. Karshon	M3 W12-2	BA2185
MAT1350HF	Algebraic Knot Theory	D. Bar-Natan	T 10 R 9-11	HU 1018 BA 6183
MAT1360HS	Complex Manifolds	J. Bland	M 1-3 R 2	BA 2185 BA 2195
MAT1404HF MAT409H1F	Introduction to Model Theory and Set Theory	F. Tall	T 10 F 10-12	SS 1074
MAT1499HS	Teaching Large Classes	J. Repka	F 9-11	BA 2179
MAT1508HS APM446H1S	Applied Nonlinear Equations	M. Sigal	W5-6:30 F 4-6	BA2135 BA2165
MAT1700HS APM 426H1S	General Relativity	R. Jerrard	W 2-5	SS 1069
MAT 1723HF APM 421H1F	Quantum Mechanics	M. Sigal	R 3-6	MP 118
MAT 1739HS	A Mathematical Introduction to Statistical Mechanics	O. Lanford	WF 10-12	BA 6180
MAT 1846HF	Statistical Mechanics and Billiards	D. Szasz	F 10-1	BA 6180
MAT1856HS APM 466H1S	Mathematical Theory of Finance	L. Seco	W9-12	SS 2135
	Foundations of Mathematical Finance	M. Grasselli	W 9:30-12:15	Fields Institute
	Interest Rates and Credit Risk	T. Hurd	W 1:30-4:15	Fields Institute
STA2111HF	Graduate Probability Theory I	J. Quastel	T9-12	BA 6183
STA2211HS	Graduate Probability Theory II	B. Virag	T9-11 R9	SS 2108

Key to building codes:

BA -- Bahen Centre, 40 St. George Street
FI -- Fields Institute, 222 College Street
HS -- Health Sciences Building, 155 College Street
HU -- 215 Huron Street, 10th Floor
MP--McLennan Physical Labs, 255 Huron St.
RW--Ramsay Wright Building, 25 Harbord St.
SS -- Sidney Smith Hall, 100 St. George Street

Last updated: January 12, 2010