WClasses

PMATH 367 - Topology

Topological spaces, bases, and Hausdorff spaces. Subspace, product, and quotient topologies. Continuous maps, compactness, connectedness, and path-connectedness. Topological manifolds. The fundamental group, the Seifert-Van Kampen Theorem, and covering spaces.

Prerequisites

PMATH336 or PMATH347.

Corequisites

PMATH351

Antirequisites

None

Offerings

Fall 2025 [1259]

SectionClassEnrolledTimeDaysLocationInstructor
LEC 001708024 / 9610:30 - 11:20 M,W,F
LEC 001708024 / 9610:30 - 11:20 M,W,F

Winter 2016 [1161]

SectionClassEnrolledTimeDaysLocationInstructor
LEC 00190201 / 1

Winter 2015 [1151]

SectionClassEnrolledTimeDaysLocationInstructor
LEC 00187231 / 1

Winter 2007 [1071]

SectionClassEnrolledTimeDaysLocationInstructor
LEC 001363830 / 4010:30 - 11:20 M,W,FMC 2054Chetat T Ng

Winter 2006 [1061]

SectionClassEnrolledTimeDaysLocationInstructor
LEC 001360732 / 4010:30 - 11:20 M,W,F,M,C John W Lawrence

Winter 2005 [1051]

SectionClassEnrolledTimeDaysLocationInstructor
LEC 001453518 / 4009:30 - 10:20 M,W,F,M,C Chetat T Ng

UW Flow Ratings

Liked: 100.00%

100.00%

Easy: 55.00%

55.00%

Useful: 90.00 %

90.00%

PMATH 367 leads to

PMATH 465 - Smooth Manifolds

PMATH 457 - Topological Dynamics and Ergodic Theory

PMATH 467 - Algebraic Topology