Mathematics [MAT courses includes APM]


The following timetable information is the most current information available. Courses and meeting sections added will be listed below. Courses and meeting sections cancelled will be 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 19 tutorial enrolment and changes cannot be done on the SWS; contact the course coordinator starting September 20 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: www.math.utoronto.ca


Explanation on codes and Enrolment Indicators


Mathematics [MAT courses includes APM]
Course SC Title
(subtitle)
Meeting
Section
Wait
List
Time Location Instructor Enrolment
Ind Controls
APM236H1FAppl Linear ProgL0101YMWF12 P. Kergin  
APM236H1SAppl Linear ProgL5101YW6-9 S. Homayouni-Boroojeni 
APM346H1FPartial Diffl EquatL0101YMWF9 J. Colliander  
   L5101YTBA   
APM351Y1YDiff Equa of Mat PhyL0101YT9 M. Lein  
     R9-11 M. Lein 
APM421H1FFdtns Quantum MechL0101YF2-5 I. Sigal  
APM426H1SGeneral RelativityL0101YW10-12 S. Alexakis  
     F10 S. Alexakis 
APM441H1FAsymptotic MethodsL0101YTBA    
APM446H1SApp Nonlinear EquL0101YF3-6 I. Sigal  
   L5101YTBA   
APM461H1SCombinatorial MethodL0101YF3-6 L. Goldmakher  
   L5101YTBA   
APM462H1SNonlin OptimizationL5101YM6-9 R. Jerrard  
APM466H1SMath Theory FinanceL0101YW9-12 L. Seco  
APM496H1FIndependent StudyL0101NTBA StaffE 
APM497H1SIndependent StudyL0101NTBA StaffE 
APM498Y1YIndependent StudyL0101NTBA StaffE 
APM499Y1YIndependent StudyL0101NTBA StaffE 
JLS476H1YResearch and ServiceL0101YR1-4    
MAT133Y1YCalc Lin Alg CommercL0101YM1 P. KerginPSee Details
     W1-3 P. Kergin 
   L0201YM2 L. ShorserP
     F1-3 L. Shorser 
   L0301YTR10 A. IgelfeldP
     T11 A. Igelfeld 
   L0401YM12 A. IgelfeldP
     TR12 A. Igelfeld 
   L0501YW1-4 D. TateP
   L5101YM7-10 D. TateP
   T0101NM9  P
   T0201NM3  P
   T0301NT3  P
   T0401NW9  P
   T0501NW3  P
   T0601NR4  P
   T0701NF2  P
   T0801NF3  P
   T5101NM5  P
   T5201NM6  P
MAT135H1FCalculus I (A)L0101YMWF9 D. PenneysPSee Details
   L0102YMF9 N. JungP
     W9 N. Jung 
   L0201YMWF12 F. HerzigP
   L0301YMWF1 E. LeblancP
   L0401YTRF10 A. LamP
   L0402YT10 P. SamuelsonP
     R10 P. Samuelson 
     F10 P. Samuelson 
   L0403YT10 T. HoldenP
     R10 T. Holden 
     F10 T. Holden 
   L0501YTR10 F. SolovievP
     F12 F. Soloviev 
   L0601YTR10 S. ChoP
     F1 S. Cho 
   L0701YT12-2 A. LamP
     R12 A. Lam 
   L0801YW3 A. LamP
     F2-4 A. Lam 
   L5101YR6-9 E. LeblancP
   L5102YR6-9 N. HoellP
   T0101NM4  P
   T0201NT4  P
   T0301NR4  P
   T0401NF2  P
   T0501NF3  P
   T5101NM5  P
   T5201NT5  P
   T5301NR5  P
MAT135H1SCalculus I (A)L0101YTR10 T. HoldenP
     F1 T. Holden 
   L5101YR6-9 C. ParkP
   T0101NM4  P
   T0102NTBA  P
   T0103NTBA  P
   T0201NT4  P
   T0301NR4  P
   T0401NT12  P
   T0501NF11  P
   T5101NM5  P
   T5201NT5  P
   T5301NR5  P
MAT136H1FCalculus I (B)L0101YMWF9 S. MorganPSee Details
   L0201YTBA  P
   L5101YR6-9 I. HalachevaP
   T0101NM3  P
   T0201NR4  P
   T5101NT5  P
   T5201NR5  P
MAT136H1SCalculus I (B)L0001YMWF8  P
   L0101YMWF9 N. JungP
   L0102YMWF9  P
   L0201YMWF12 L. SantiagoP
   L0301YMWF1 C. SeisP
   L0401YTRF10 A. LamP
   L0501YTR10 P. SamuelsonP
     F12 P. Samuelson 
   L0601YT12-2 E. LeblancP
     R12 E. Leblanc 
   L0701YW3 A. LamP
     F2-4 A. Lam 
   L0801YMF3 Y. ZongP
     W3 Y. Zong 
   L5101YR6-9 E. LeblancP
   L5201YTBA  P
   T0101NM4  P
   T0201NT4  P
   T0301NR4  P
   T0401NF2  P
   T0501NF3  P
   T5101NM5  P
   T5201NT5  P
   T5301NR5  P
MAT137Y1YCalculus!L0101YMWF9 A. Gracia-SazPSee Details
   L0102YMWF9 X. ShenP
   L0201YMWF12 A. Gracia-SazP
   L0301YMWF1 J. CollianderP
   L0401YT9 A. Belotto Da SilvaP
     R9-11 A. Belotto Da Silva 
   L5101YR6-9 A. ChowP
   T0101NM2  P
   T0201NM3  P
   T0301NM4  P
   T0401NM5  P
   T0501NT2  P
   T0601NT3  P
   T0701NM11  P
   T0801NT1  P
   T0901NT4  P
   T5101NT6  P
MAT138H1SIntroduction to ProofsL0101YTBA  PSee Details
   L5101YM6-8 C. ProP
     W6 C. Pro 
   T5101NM5  P
   T5201NW7  P
   T5202NW7  P
MAT157Y1YAnalysis IL0101YM4-6 S. KudlaPSee Details
     T4 S. Kudla 
   T0101NW4-6  P
   T0102NW4-6  P
   T0103NTBA  P
   T0201NR10-12  P
   T5101NT6-8  P
MAT221H1FApplied Linear AlgebraL0101YTBA  PSee Details
   L5101YT6 S. UppalP
     R6-8 S. Uppal 
   T5101NT5  P
   T5201NW5  P
   T5301NR8  P
MAT223H1FLinear Algebra IL0101YT1-3 C. ParkPSee Details
     W1 C. Park 
   L0201YT1-3 S. UppalP
     R1 S. Uppal 
   L0202YT1-3 P. CrooksP
     R1 P. Crooks 
   L0301YT1-3 F. Vera PachecoP
     F1 F. Vera Pacheco 
   L5101YT6-9 M. Mota GaytanP
   L5201YM6-9 Y. ZongP
   T0101NT12  P
   T0201NW12  P
   T0301NR12  P
   T5101NT5  P
MAT223H1SLinear Algebra IL0101YT1-3 C. KentP
     W1 C. Kent 
   L0201YT1-3 S. UppalP
     R1 S. Uppal 
   L0301YT1-3 F. MurnaghanP
     F1 F. Murnaghan 
   L5101YT6-9 K. TyrosP
   L5201YW6-9 A. Garcia RabosoP
   T0101NT12  P
   T0201NW12  P
   T0301NR12  P
   T5101NW5  P
MAT224H1FLinear Algebra IIL5101YT6-9 C. EaglePSee Details
   T0101NF2  P
   T5101NT5  P
MAT224H1SLinear Algebra IIL0101YT1-3 F. Vera PachecoP
     W1 F. Vera Pacheco 
   L0201YW3-5 S. UppalP
     R3 S. Uppal 
   L5101YT6-9 M. Mota GaytanP
   T0101NT12  P
   T0201NW12  P
   T0301NR12  P
   T5101NT5  P
MAT235Y1YCalculus Sci IIL0101YMWF2 N. JungPSee Details
   L0201YT4 Q. WangP
     R4-6 Q. Wang 
   L5101YR6-9 M. El SmailyP
   L5102YR6-9 C. ShellyP
   T0101NT9  P
   T0102NT9  P
   T0201NW1  P
   T0301NR1  P
   T5101NW7  P
   T5201NF5  P
MAT237Y1YAdvanced CalculusL0101YMWF9 S. Homayouni-BoroojeniPSee Details
   L0201YMWF2 A. Gracia-SazP
   L5101YR6-9 Y. SongP
   T0101NM3  P
   T0201NM4  P
   T0301NT2  P
   T0401NW3  P
   T0501NR4  P
   T0601NT11  P
   T0701NR2  P
   T5101NT5  P
   T5201NW5  P
   T5301NR5  P
MAT240H1FAlgebra IL0101YT11-1 D. MuthiahPSee Details
     R3-6 D. Muthiah 
MAT244H1FOrdinary Diff EquatL0101YMTR10 A. NabutovskyPSee Details
   L0102YTBA  P
   L5101YW6-9 V. IvriiP
   L5102YW6-9 J. Gell-RedmanP
MAT244H1SOrdinary Diff EquatL0101YM10 C. ShaoP
     T10 C. Shao 
     R10 C. Shao 
   L5101YW6-9 J. KitagawaP
   L5102YTBA  P
MAT246H1FConcpt Abstract MathL5101YW6-9 P. Rosenthal  
MAT246H1SConcpt Abstract MathL0101YM3 V. Kapovitch 
     W3-5 V. Kapovitch 
     F3 V. Kapovitch 
   L5101YT6-9 R. Rotman 
     W6 R. Rotman 
MAT247H1SAlgebra IIL0101YMR1 J. KamnitzerPSee Details
     T1-3 J. Kamnitzer 
MAT257Y1YAnalysis IIL0101YMWF2 J. Bland  
     R4-6 J. Bland 
MAT267H1FAdv Ord Diff EquatL0101YT9-11 C. Seis  
     R9 C. Seis 
     F9 C. Seis 
MAT271H1FInsights From MathsL0101YMWF10 J. Repka  
MAT301H1FGroups & SymmetryL5101YW6-9 D. Muthiah  
MAT301H1SGroups & SymmetryL5101YW6-9 F. Murnaghan 
MAT309H1FIntro Math LogicL0101YT1-3 A. Rennet  
     R1 A. Rennet 
MAT315H1SIntro Number TheoryL0101YMWF9 J. Arthur  
MAT327H1FIntro to TopologyL0101YM2 R. Rotman  
     R2-4 R. Rotman 
MAT329Y1YConcepts Elemt MathL5101NM6-9 F. RecioE 
MAT332H1FIntro to Graph TheorL0101YT2-4 K. Rafi  
     R3 K. Rafi 
MAT334H1FComplex VariablesL0101YMWF10 T. Bloom  
   L5101YT6-9 J. Thind 
MAT334H1SComplex VariablesL0101YMWF9 I. Graham 
   L5101YT6-9 J. Gell-Redman 
MAT335H1FChaos Fractals DynamL0101YMWF12 B. Brando Albino Galvao De S  
MAT336H1SElements of AnalysisL0101YM2 C. Shao See Details
     W2-4 C. Shao 
   L2001YM2 C. ShaoR
     W2-4 C. Shao 
MAT337H1SIntro Real AnalysisL0101YW2-4 R. Rotman See Details
     F4 R. Rotman 
   L2001YTBA  R
MAT344H1FIntro CombinatoricsL0101YT3-5 S. Tanny  
     R2-4 S. Tanny 
MAT347Y1YGroups, Rings & FieldsL0101YMW11 H. Kim  
     F10-12 H. Kim 
MAT354H1FComplex Analysis IL0101YWRF12 N. Hoell  
MAT357H1SReal Analysis IL0101YMWF12 A. Nabutovsky  
MAT363H1SDiff Geometry IL0101YMWF1 V. Kapovitch  
MAT390H1SHis Math to 1700L0101YTBA    
MAT391H1SHis Math After 1700L0101YMWF9 C. Fraser  
MAT393Y1YIndependent StudyL0101NTBA StaffE 
MAT394H1FIndependent StudyL0101NTBA V. IvriiE 
MAT394H1SIndependent StudyL0101NTBA StaffE
MAT395H1FIndependent StudyL0101NTBA StaffE 
MAT396H1YIndependent StudiesL0101NTBA StaffE 
MAT397H1YIndependent StudiesL0101NTBA StaffE 
MAT401H1FPolnon Equ & FieldsL5101YW6-9 A. Khovanskii  
MAT402H1SClassical GeometriesL5101YR6-9 A. Khovanskii  
MAT409H1FSet TheoryL0101YTR3-4:30 S. Todorcevic  
MAT415H1SAlg Number TheoryL0101YT2-4 F. Herzig  
     R11 F. Herzig 
MAT417H1FAnalyt Number TheoryL0101YTBA    
MAT425H1FDiff TopologyL0101NW1-3 M. Gualtieri  
     R11 M. Gualtieri 
MAT436H1FIntro Linear OperatorsL0101NMWF2 Tba  
MAT436H1SIntro Linear OperatorsL0101YMWF2 G. Elliott 
MAT437H1FTop Operator AlgebrasL0101YMWF3 G. Elliott  
MAT437H1STop Operator AlgebrasL0101YTBA   
MAT454H1SComplex Analysis IIL0101YMWF10 J. Bland  
MAT457H1FReal Analysis IL0101YMWF12 A. Burchard  
MAT458H1SReal Analysis IIL0101YMWF12 A. Burchard  
MAT464H1FDiff Geometry IIL0101YTBA Tba  
MAT475H1FProblem Solving SemL0101YTBA    
MAT475H1SProblem Solving SemL0101YR2-5 A. Nabutovsky 
MAT477Y1YSeminar in MathL0101YTBA P. Milman  
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 


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On-line date: April 11, 2014

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