Mathematics [MAT courses includes APM]

The following timetable information is the most current information available. All courses and meeting sections added/changed since the original upload is listed below. Courses and meeting sections cancelled since the original upload is indicated as such.

For MAT133Y1: tutorials will begin during the fourth week of classes. The list of room assignments will be posted on the course website.

For MAT135H1 F: tutorials will begin during the third week of classes. The list of room assignments will be posted on the course website on the Monday of the third week of classes. After September 17, tutorial enrolment and changes cannot be done on the SWS; contact the department starting September 18 for tutorial enrolment or changes.

For MAT136H1 S: tutorials will begin during the third week of classes. The list of room assignments will be posted on the course website on the Monday of the third week of classes. After January 14, tutorial enrolment and changes cannot be done on the SWS; contact the department starting January 15 for tutorial enrolment or changes.

For MAT137Y1: after September 17 tutorial enrolment and changes cannot be done on the SWS; contact the course coordinator starting September 18 for tutorial enrolment or changes. Tutorials will begin during the third week of classes. The list of room assignments will be posted on the course website,

For Mat223H1/224H1: tutorials will begin during the third week of classes. The list of room assignments will be posted on the course website, at the end of the second week of classes.

For MAT240H1, 246H1, 247H1, 257Y1, 267H1 and 347Y1: Tutorials are built into the course schedule as listed in the timetable.

For MAT329Y1, 'E' indicator: students should obtain an application from BA 6290 during the period of April 30 to June 26. Students are asked to note that the courses cannot be added by the administrator before they have initialized the registration process in SWS.

For 'E' indicator courses: Contact Donna Birch Rm 6290 at the Bahen Centre, 40 St. George Street, April 30 � June 26, 2014.

Department website:

Explanation on codes and Enrolment Indicators

Mathematics [MAT courses includes APM]
Course SC Title
Time Location Instructor Enrolment
Ind Controls
APM236H1FAppl Linear ProgL0101YMWF12 LM 161P. Kergin  
APM236H1SAppl Linear ProgL5101YW6-9 RW 110S. Homayouni-Boroojeni 
APM346H1FPartial Diffl EquatL0101
(note: section added)
MWF9 MP 203
APM346H1SPartial Diffl EquatL0101


RW 117
(note: room change)

N. Hoell   


RW 110
(note: room change)

N. Hoell    
      L5102 Y T6-8

LM 158
V. Ivrii    


LM 155
V. Ivrii   
APM351Y1YDiff Equa of Mat PhyL0101Y

FALL: TR8:30-10
WINTER: T9-10, R9-11
(note: time change)

FALL: SS 1074

C. Sulem  
APM421H1FFdtns Quantum MechL0101YF2-5 MP 134M. Lein  
APM426H1SGeneral RelativityL0101Y

(note: time change)

BA 6183
(note: room change)

V. Schlue  
APM441H1FAsymptotic MethodsL0101Y

(note: time change)

BA 6180C. Sulem  
APM446H1SApp Nonlinear EquL0101YR3-6 BA 6183I. Sigal  
APM461H1SCombinatorial MethodL0101Y

(note: time change)

BA 6183 K. Rafi  
APM462H1SNonlin OptimizationL5101YM6-9 BA 1170R. Jerrard  
APM466H1SMath Theory FinanceL0101YW9-12 SS 2127L. Seco  
APM496H1FIndependent StudyL0101NTBA StaffE 
APM497H1SIndependent StudyL0101NTBA StaffE 
APM498Y1YIndependent StudyL0101NTBA StaffE 
APM499Y1YIndependent StudyL0101NTBA StaffE 
MAT133Y1YCalc Lin Alg CommercL0101YM1 MP 202P. KerginPSee Details
     W1-3 MP 203P. Kergin 
   L0201YM2 RW 110 L. ShorserP
     F1-3 RW 110 L. Shorser  
   L0301Y T10-12


A. IgelfeldP
          R10 ES B142 A. Igelfeld P
   L0401YM12 SS 2102A. IgelfeldP
     TR12 MP 103A. Igelfeld 
   L0501YW1-4 KP 108D. TateP
   L5101YM7-10 LM 162D. TateP
MAT135H1 F Calculus I (A) L0001
(Note: section added)
Y MWF8 MP 102 E. Mazzeo P See Details
   L0101YMWF9 SS 2135P. RobinsonP
   L0102YMWF9 SS 2118 Y. LiokumovichP
   L0201YMWF12 RW 110J. OrtmannP
   L0301YMWF1 OI G162E. LeblancP
   L0401YTRF10 MP 103A. LamP
   L0402YTR10 RW 110J. HuangP
     F10 MP 102J. Huang 
   L0403Y TR10 MB 128 M. MourtadaP
          F10 HS 610 M. Mourtada  
   L0501YTR10 MP 102P. SamuelsonP
     F12 MP 102P. Samuelson 
   L0601YTR10 MP 202 C. Arias AbadP
     F1 MP 202C. Arias Abad 
   L0701YT12-2 RW 117E. LeblancP
     R12 RW 117E. Leblanc 
   L0801YW3 MP 103A. LamP
     F2-4 MP 103A. Lam 
   L5101YR6-9 HS 610 E. LeblancP
   L5102YR6-9 SS 2118 P. SastryP
MAT135H1SCalculus I (A)L0101YTR10 RW 117I. HalachevaP
     F1 RW 117I. Halacheva 
   L5101YR6-9 HS 610W. GeorgeP
   T0101NM4 UC 261   
    T0102 (note: section added) N W4 IN 204    
    T0103 (note: section added) N R12 AP 120    
   T0201NT4 AB 114   
   T0301NR4 BA B024   
   T0401NT12 BA B024   
   T0501NF11 AP 120   
    T5101 (note: section added) N M5 BA 2195    
    T5201 (note: section added) N T5 AP 120    
   T5301NR5 BA 2139   
MAT136H1FCalculus I (B)L0101YMWF9 SS 1087D. RowePSee Details
   L5101YR6-9 MP 202D. SoukupP
MAT136H1SCalculus I (B)L0001YMWF8 MP 102J. HuangP
   L0101YMWF9 LM 159 A. MosheP
   L0102YMWF9 OI G162X. ShenP
   L0201YMWF12 LM 161
(note:room change)
G. BenyaminiP
   L0301Y M1 FG 103 A. KolpakovP
          WF1 SS 2118    
   L0401YTRF10 MP 102A. LamP
   L0501YTR10 MP 202Y. SongP
     F12 MP 203   
   L0601YT12-2 SS 2102 E. LeBlancP
     R12 SS 2102  
   L0701YW3 MP 103A. LamP
     F2-4 MP 103  
   L0801YMF3 BA 1160 A. IzosimovP
     W3 MC 102  
      L0901 Y MWF8 LM 161 A. Moshe  
   L5101YR6-9 WB 116 E. LeBlancP
MAT137Y1YCalculus!L0101YMWF9 SS 2117A. Gracia-SazPSee Details
   L0102YMWF9 AH 100
(note: room change)
T. HoldenP
   L0201YMWF12 LM 162I. KhatchatourianP
   L0301YMWF1 LM 162A. Gracia-SazP
   L0401YT9 BA 1130A. Belotto Da SilvaP
     R9-11 FALL: BA 1130
A. Belotto Da Silva 
   L5101YR6-9 FALL: BA 1160
V. MouquinP
      T0802 (note: section added) N T1      
      T0803 (note: section added) N T1      
      T0902 (note: section added) N T4      
      T0903 (note: section added) N T4      
      T5102 (note: section added) N T6        
      T5103 (note: section added) N T6        
MAT138H1SIntroduction to ProofsL0101CancelSee Details
   L5101YM6-8 SS 1085C. ProP
     W6 SS 1085C. Pro 
MAT157Y1YAnalysis IL0101N

(note: time added)

SF 1105 E. BierstonePSee Details
(note: time added)
HS 610E. Bierstone 
   T0101N M2-4
(note: time added)
   T0102N T4-6
(note: time added)
    T0201 Cancel (note: section cancelled)
    T5101 Cancel (note: section cancelled)
MAT221H1 F Applied Linear Algebra L0101Y T4-6 WI 1017S. UppalP See Details
    (note: section added)   R3 WI 1017S. Uppal 
      L5101 Cancel (note: section cancelled)

(note: section added)

N T2   

(note: section added)

N R2   

(note: section added)

N R3   
      T5101 Cancel (note: section cancelled)
      T5201 Cancel (note: section cancelled)
      T5301 Cancel (note: section cancelled)
MAT223H1FLinear Algebra IL0101YT1-3 LM 159M. MotaP Enrolment controls updated - See Details
     W1 LM 159M. Mota 
   L0201YT1-3 MP 203S. UppalP
     R1 MP 203S. Uppal 
   L0202YT1-3 WI 1016N. JungP
     R1 LM 162N. Jung 
   L0301YT1-3 SS 2102 P. SastryP
     F1 LM 159 P. Sastry 
   L5101YT6-9 HS 610P. CrooksP
   L5201YM6-9 WI 1016P. SamuelsonP
MAT223H1SLinear Algebra IL0101YT1-3 SF 1105N. JungP
     W3 SF 1105N. Jung 
   L0201YT1-3 MP 202S. UppalP
     R1 MP 202S. Uppal 
   L0301YT1-3 SS 2135H. WuP
     F1 SS 2135H. Wu 
   L5101YT6-9 AH 100 (note: room change)A. IzosimovP
   L5201YW6-9 SF 1105D. MuthiahP
MAT224H1FLinear Algebra IIL5101YT6-9 WB 116C. EaglePSee Details
MAT224H1SLinear Algebra IIL0101YT1-3 BI 131M. MotaP
     W1 LM 159M. Mota 
   L0201YW3-5 MP 102S. UppalP
     R3 MP 203
(Note: Room change)
S. Uppal 
      L0301 (note: section added) Y W1 BA 1180 N. Laptyeva  
          R1-3 BA 1170 N. Laptyeva  
   L5101YT6-9 SF 1105A. Garcia-RabosoP
MAT235Y1YCalculus Sci IIL0101YMWF2 FALL: MP 102
N. JungPSee Details
   L0201YT4 MP 202S. ChoP
     R4-6 MP 203S. Cho 
   L5101YR6-9 MP 203M. GazeauP
   L5102YR6-9 FG 103Q. WangP
   T0101N R9
(note: time change)
(note: section added)
N R9
(note: section added)
N R9
   T0201N R10
(note: time change)
   T0301N F9
(note: time change)
(note: section added)
N F9      
(note: section added)
N F10      
(note: section added)
N F10      
   T5101N R5
(note: time change)
   T5201N R5
(note: time change)
MAT237Y1YAdvanced CalculusL0101YMWF9 LM 162S. Homayouni-BoroojeniPSee Details
   L0201YMW2 FALL: MP 103
H. NuchiP
          F2 FALL: MP 203
   L5101YR6-9 LM 161K. LeungP
MAT240H1FAlgebra IL0101YM9 SS 2102D. Bar-NatanP Enrolment Controls updated - See Details
     T1-3 MP 202D. Bar-Natan 
     W9-11 ES 1050D. Bar-Natan 
MAT244H1 F Ordinary Diff Equat L0101 Y M10 FALL: SS 2102
Y. Song P Enrolment Controls updated - See Details
          T10 FALL: SS 2102
Y. Song  
          R10 FALL: SS 2102
Y. Song  
   L5101YW6-9 SS 2110V. IvriiP
   L5102YW6-9 LM 161
(Note: room change)
P. MilmanP
MAT244H1SOrdinary Diff EquatL0101Y M10 SS 2118F. SolovievP
     T10 BA 1130F. Soloviev 
          R10 SS 2135    
   L5101YW6-9 LM 159B. KhesinP
    L5102 (note: section added) Y W6-9 CB 114 J. Korman  
MAT246H1FConcpt Abstract MathL5101YW6-9 MP 203F. Murnaghan  
     R6 MP 102F. Murnaghan 
MAT246H1SConcpt Abstract MathL0101YM3 MP 102V. Kapovitch 
     W3-5 LM 159V. Kapovitch 
     F3 LM 159V. Kapovitch 
   L5101YT6-9 MP 203P. Rosenthal 
     W6 MP 203P. Rosenthal 
MAT247H1SAlgebra IIL0101Y T1-3 WB 116S. KudlaP Enrolment Controls updated - See Details 
          R1-3 MP 203    
MAT257Y1YAnalysis IIL0101Y M2 FALL: MP 202
J. Bland   
          W2 FALL: MP 202
          R4-6 FALL: MP 202
      F2 FALL: SS 2135
J. Bland   
MAT267H1FAdv Ord Diff EquatL0101YT9-11 RW 117 D. Panchenko  
     R9 RW 117D. Panchenko 
     F9 WI 1016D. Panchenko 
MAT271H1FInsights From MathsL0101YMWF10 MP 203J. Repka  
MAT301H1FGroups & SymmetryL5101YW6-9 MP 202A. Mousavidehshikh  
MAT301H1SGroups & SymmetryL5101YW6-9 MP 202F. Murnaghan 
MAT309H1FIntro Math LogicL0101YT1-3 SS 1069D. Ojeda-Aristizabal  
     R1 SS 1069D. Ojeda-Aristizabal 
MAT315H1SIntro Number TheoryL0101YMWF9 SS 2118H. Kim  
MAT327H1FIntro to TopologyL0101YM2 SS 2106R. Rotman  
     R2-4 SS 2106R. Rotman 
MAT329Y1YConcepts Elemt MathL5101NM6-9 SS 2127F. RecioE 
MAT332H1FIntro to Graph TheorL0101YT2-4 SS 1073K. Rafi  
     R3 SS 1073K. Rafi 
MAT334H1FComplex VariablesL0101YMWF10 LM 162M. Adrian  
   L5101YT6-9 LM 162G. Benyamini 
MAT334H1SComplex VariablesL0101YMWF9 LM 161I. Graham 
   L5101YT6-9 LM 162D. Muthiah 
MAT335H1FChaos Fractals DynamL0101YMWF12 MP 202B. Brando Albino Galvao De S  
MAT336H1SElements of AnalysisL0101YM4 SS 1069J. Kitagawa  
     W2-4 SS 1069J. Kitagawa 
   L2001YM4 SS 1069J. KitagawaR
     W2-4 SS 1069J. Kitagawa 
MAT337H1SIntro Real AnalysisL0101YW2-4 RW 110R. RotmanPSee Details
     F4 RW 110R. Rotman 
MAT344H1FIntro CombinatoricsL0101YT3-5 BA 1180S. Tanny  
     R2-4 MP 202
(Note: room change) 
S. Tanny 
MAT347Y1YGroups, Rings & FieldsL0101Y M11 FALL: WI 1017
A. Gracia-Saz  
          W11 FALL: ES B149
     F10-12 FALL: ES B149
A. Gracia-Saz 
MAT354H1FComplex Analysis IL0101YT12-2 MS 2172E. Bierstone  
     R10 SS 1069E. Bierstone 
MAT357H1SReal Analysis IL0101YMWF12 MP 137J. Quastel  
MAT363H1SDiff Geometry I L0101 Cancel  
MAT367H1SDifferential GeometryL0101Y M1 SS 2106
(Note: room change)
E. Meinrenken  

SS 2110
(Note: room change)

MAT390H1SHis Math to 1700L0101YMWF9 VC 323C. Fraser  
MAT391H1SHis Math After 1700L0101Cancel 
MAT393Y1YIndependent StudyL0101NTBA StaffE 
MAT394H1FIndependent StudyL0101NTBA V. IvriiE 
MAT394H1SIndependent StudyL0101NTBA StaffE
MAT395H1FIndependent StudyL0101NTBA StaffE 
MAT396H1YIndependent StudiesL0101NTBA StaffE 
MAT397H1YIndependent StudiesL0101NTBA StaffE 
MAT401H1FPolnon Equ & FieldsL5101YM6 SS 2106
(note: room change)
G. Scott  
     W6-8 SS 1087
(note: room change
eff: Sept. 10,2014)
G. Scott 
MAT402H1SClassical GeometriesL5101YM6 MP 103A. Khovanskii  
     W6-8 MP 103A. Khovanskii 
MAT409H1FSet TheoryL0101Y

(note: time change)

BA 2135W. Weiss  
(note: time change)
BA 6183      
MAT415H1SAlg Number TheoryL0101Y

(note: time change)

BA 6180J. Tsimerman  
MAT417H1FAnalyt Number TheoryL0101Cancel 
MAT425H1FDiff TopologyL0101Cancel 
MAT436H1FIntro Linear OperatorsL0101Cancel 
MAT436H1SIntro Linear OperatorsL0101YMWF2 HU 1018G. Elliott 
MAT437H1FTop Operator AlgebrasL0101YMWF3 HU 1018G. Elliott  
MAT437H1STop Operator AlgebrasL0101Cancel
MAT454H1SComplex Analysis IIL0101YMWF10 BA 6183J. Bland  
MAT457H1FReal Analysis IL0101YMWF12 BA 6183J. Quastel  
MAT458H1SReal Analysis IIL0101YMWF12 BA 6183A. Burchard  
MAT464H1 F Diff Geometry II L0101 Y

(note: time change)

BA 2179 R. Rotman    

(note: time change)

BA 6180   
MAT475H1FProblem Solving SemL0101Cancel 
MAT475H1SProblem Solving SemL0101Y

T3, R2-4
(note: time change)

MP 134D. Bar-Natan 
MAT477Y1YSeminar in MathL0101Y T4-7
FALL: BA 3116
A. Nabutovsky  
MAT495H1FReadings in MathematL0101NTBA TbaE 
MAT495H1SReadings in MathematL0101NTBA TbaE
MAT496H1FReadings in MathematL0101NTBA TbaE 
MAT496H1SReadings in MathematL0101NTBA TbaE
MAT497H1FReadings in MathematL0101NTBA TbaE 
MAT497H1SReadings in MathematL0101NTBA TbaE
MAT498Y1YReadings in MathematL0101NTBA J. RepkaE 
MAT499Y1YReadings in MathematL0101NTBA TbaE 

Return to: [ Course Listings | A & S 2014-2015 Fall/Winter Session Timetable: Contents]

Faculty of Arts and Science, University of Toronto
Please send enquiries or comments to:
Original Upload date: April 11, 2014
Last Updated: January 16, 2015

All contents copyright © 2014.  University of Toronto. All rights reserved.