MAT237H5
Differential Calculus of Several Variables for Mathematical Sciences
0.50 FCE · University of Toronto at Mississauga · Department of Mathematical and Computational Sciences · Term F
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. This course is recommended for students interested in proof-based multivariable calculus.
Prerequisite
MAT102H5 and (MAT139H5 or MAT159H5) and (MAT223H5 or MAT240H5)
Exclusion
MAT232H5 or MAT233H5 or MAT257Y5 or MAT235Y1 or MAT237Y1 or MAT257Y1 or MATB41H3
Sections · 9
LEC
| Section | Term | Meetings | Instructor | Enrol |
|---|---|---|---|---|
| LEC0101 | F |
|
| 10/120 |
| LEC0102 | F |
|
| 0/90 |
TUT
| Section | Term | Meetings | Instructor | Enrol |
|---|---|---|---|---|
| TUT0101 | F |
|
| 4/30 |
| TUT0102 | F |
|
| 2/30 |
| TUT0103 | F |
|
| 4/30 |
| TUT0104 | F |
|
| 0/30 |
| TUT0105 | F |
|
| 0/30 |
| TUT0106 | F |
|
| 0/30 |
| TUT0107 | F |
|
| 0/30 |