MAT 3153 Introduction to Topology

3 units
Mathematics
Faculty of Science
Sets, functions, countability. Topology of the real line and of Euclidean space, compactness and connectedness, continuous functions. An introduction to algebraic methods in topology: homotopies and the winding number of curves in the plane, the index of a vector field in the plane, or the classification of surfaces.

Components:

Lecture

Requirements:

Prerequisite: (MAT 2120, MAT 2121) or (MAT 2120, MAT 2322 ) or ( MAT 2122 , MAT 2125 ).

Previously Offered Terms:

Fall
Winter

French Equivalent:

All Professors
B+ Average (6.571)
Most Common: A+ (26%)
35 students

P

S

NS

F

D

C

B

A-

A+

Chuen-Ming Michael Wong

Winter 2024 - A00

B Average (5.529)
Most Common: A- (18%)
17 students

P

S

NS

F

D

C

B

A-

A+

David Handelman

2 sections from Fall 2017 to Fall 2019

A- Average (7.556)
Most Common: A+ (39%)
18 students

P

S

NS

F

D

C

B

A-

A+