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Tag Archives: mobius strip
Topology: Quotient Topology and Gluing
In topology, there’s the concept of gluing points or subspaces together. For example, take the closed interval X = [0, 1] and glue the endpoints 0 and 1 together. Pictorially, we get: That looks like a circle, but to prove it’s … Continue reading
Posted in Notes
Tagged advanced, gluing, klein bottle, mobius strip, quotient topology, topological groups, topology, universal properties
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