MAT237Y1

MAT237Y1

Multivariable Calculus with Proofs

1.00 FCE · St. George · Department of Mathematics · Term Y

Description

Elementary topology in Euclidean space. Differential calculus of vector valued functions of a vector variable. Implicit and inverse function theorems, regular surfaces. Optimization, Lagrange multipliers, multivariable Taylor polynomials. Integral calculus with the Jordan measure. Fubini’s theorem, change of variables. Line and surface integrals. Vector calculus in two- and three-dimensions. Green’s theorem, Divergence theorem, Stokes’ theorem. Fourier series. This course is recommended for students interested in proof-based multivariable calculus with balanced emphasis between theory and applications.

Prerequisite

[MAT133Y1/ (MAT130H1/ MAT135H1, MAT136H1)/ (MAT135H5, MAT136H5)/ (MATA30H3/ MATA31H3, MATA36H3), MAT138H1/ MAT102H5/ MAT246H1]/ (MAT148H1, MAT149H1)/ MAT137Y1/ MAT137Y5/ (MAT137H5, MAT139H5)/ (MATA30H3/ MATA31H3, MATA37H3)/ (MAT158H1, MAT159H1)/ MAT157Y1/ MAT157Y5/ (MAT157H5, MAT159H5), MAT223H1/ MATA22H3/ MATA23H3/ MAT240H1/ MAT240H5

Sections · 26

LEC

SectionTermMeetingsInstructorEnrol
LEC0101Y
  • Tue 11:00–13:00 · BA
  • Wed 11:00–13:00 · BA
  • Fri 11:00–13:00 · BA
  • Daniele Giannetto
  • Federico Manganello
52/120
LEC5101Y
  • Mon 18:00–20:00
  • Tue 18:00–20:00
  • Thu 18:00–20:00
82/108
LEC0101Y
  • Mon 09:00–10:00 · MP
  • Tue 09:00–10:00 · MP
  • Thu 09:00–10:00 · MP
  • Asif Zaman
196/196wl 11
LEC0201Y
  • Mon 11:00–12:00 · MP
  • Tue 11:00–12:00 · MP
  • Thu 11:00–12:00 · MP
  • Asif Zaman
196/196wl 17
LEC0301Y
  • Mon 14:00–15:00 · SS
  • Tue 14:00–15:00 · ES
  • Thu 14:00–15:00 · MY
  • Mon 14:00–15:00 · MY
  • Tue 14:00–15:00 · MY
  • Thu 14:00–15:00 · SS
  • undetermined
72/72wl 9
LEC5101Y
  • Mon 17:00–18:00 · MY
  • Tue 17:00–18:00 · MY
  • Thu 17:00–18:00 · MY
72/72wl 9

TUT

SectionTermMeetingsInstructorEnrol
TUT0101Y
  • Thu 09:00–10:00 · FE
  • Tue 09:00–10:00 · BA
  • undetermined
10/40
TUT0102Y
  • Tue 09:00–10:00
  • Thu 09:00–10:00
  • undetermined
34/54
TUT0201Y
  • Wed 13:00–14:00 · BA
  • Fri 13:00–14:00 · BA
  • undetermined
33/40
TUT5101Y
  • Mon 17:00–18:00
  • Wed 17:00–18:00
  • undetermined
47/54
TUT5201Y
  • Tue 17:00–18:00 · OI
  • Thu 17:00–18:00 · OI
  • undetermined
9/40
TUT0101Y
  • Tue 10:00–11:00 · MY
  • undetermined
36/36
TUT0102Y
  • Tue 10:00–11:00 · MY
  • Tue 10:00–11:00 · UC
  • undetermined
36/36
TUT0201Y
  • Tue 11:00–12:00 · MY
  • Tue 11:00–12:00 · UC
  • undetermined
36/36
TUT0202Y
  • Tue 11:00–12:00 · MY
  • Tue 11:00–12:00 · EP
  • undetermined
36/36
TUT0301Y
  • Tue 12:00–13:00 · MY
  • Tue 12:00–13:00 · UC
  • undetermined
36/36
TUT0302Y
  • Tue 12:00–13:00 · MY
  • Tue 12:00–13:00 · BA
  • undetermined
36/36
TUT0401Y
  • Tue 13:00–14:00 · SK
  • Tue 13:00–14:00 · MY
  • undetermined
36/36
TUT0501Y
  • Tue 14:00–15:00 · MY
  • Tue 14:00–15:00 · ES
  • undetermined
36/36
TUT0601Y
  • Tue 15:00–16:00 · MY
  • undetermined
36/36
TUT0701Y
  • Tue 16:00–17:00 · MY
  • undetermined
36/36
TUT0702Y
  • Tue 16:00–17:00 · MY
  • undetermined
36/36
TUT5101Y
  • Tue 17:00–18:00 · MY
  • undetermined
35/35
TUT5102Y
  • Tue 17:00–18:00 · MY
  • undetermined
35/35
TUT5201Y
  • Tue 18:00–19:00 · MY
  • undetermined
28/35
TUT5202Y
  • Tue 18:00–19:00 · MY
  • undetermined
15/35