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Module Detailed Information for [MA4266]
Academic Year : 2017/2018 Semester : 2
Correct as at 09 Mar 2018 23:06

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Module Information
Module Code :
Module Title : Topology
Module Description : The (point-set) topology covered in this module is an abstraction of metric space concepts, and was largely developed in the first half of last century. It forms the basis for much modern mathematics, especially in geometry and analysis, and beyond mathematics is important in computer science, mathematical economics, mathematical physics and robotics. Major topics: metric and topological spaces, continuous maps, bases, homeomorphisms, subspaces, sum, product and quotient topologies, orbit spaces, separation axioms, compact spaces, Tychonoff's theorem, compactness in metric spaces, Urysohn's lemma, Tietze Extension Theorem, connected and path-connected spaces, components, locally compact spaces, function spaces and the compact-open topology.
Module Examinable : -
Exam Date : 11-05-2018 PM
Modular Credits : 4
Pre-requisite : MA3209
Preclusion : Nil
Module Workload (A-B-C-D-E)* : 3-1-0-0-6
Remarks : Nil
* A: no. of lecture hours per week
B: no. of tutorial hours per week
C: no. of laboratory hours per week
D: no. of hours for projects, assignments, fieldwork etc per week
E: no. of hours for preparatory work by a student per week

Lecture Time Table
Class TypeWeek TypeWeek DayStartEndRoom

Tutorial Time Table
Attention: The tutorial timetables could be updated from time to time. Students are advised to check regularly for the latest update on the change of tutorial timing.
Class TypeWeek TypeWeek DayStartEndRoom Iteration
Available in Tutorial Balloting [Iteration 2].
Available in Tutorial Balloting [Iteration 2].

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