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Module POINT SET TOPOLOGY

Module code: MT434P
Credits: 5
Semester: 2
Department: MATHEMATICS AND STATISTICS
International: Yes
Overview Overview
 

Module Overview: to introduce students to point-set topology.

Topological spaces. Continuity of functions between topological spaces. Limit points, closure, interior and boundary of subsets. The subspace, product and quotient topologies. Separation axioms. Compactness. Connectedness and path-connectedness. An informal introduction to homotopy.

Open Learning Outcomes
 
Open Teaching & Learning methods
 
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Open Pre-Requisites
 
Open Timetable
 
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