(I know I'm posting a lot of questions, but I have an exam on Tuesday...) Find (and draw) a subspace of R^3 that is homeomorphic to the one-point compactification of X when X = (0,1) x (0,1) \ [0,1/2] x [0,1/2]
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Originally Posted by claves (I know I'm posting a lot of questions, but I have an exam on Tuesday...) Find (and draw) a subspace of R^3 that is homeomorphic to the one-point compactification of X when X = (0,1) x (0,1) \ [0,1/2] x [0,1/2] X is homeomorphic to . One-point compactification of is homeomorphic to two-dimensional sphere .
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