Math 468 topics

Math 468

Topics covered so far:

Open and closed sets in Euclidean space Rⁿ.: Details
Countable and uncountable sets: Details
Naive topological spaces
Properties of open sets in Rⁿ, properties of closed sets.: Details
Open, closed subsets in an arbitrary naive topological space.: Details
Connectedness.: Details
Limit points.: Details
Continuous functions.: Details
Homeomorphism.: Details
Images, preimages, continuity.: Details
Open covers, compact sets.: Details
A space-filling curve.: Details
Surfaces.: Details

Since I've started using the text book now, I will stop updating this list of topics, or at least I'll stop providing as many details.

Questions or comments? Email me at John.H.Palmieri.2@nd.edu.

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John H. Palmieri, Department of Mathematics, University of Notre Dame, John.H.Palmieri.2@nd.edu