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Are Hausdorff compactifications of a Tychonoff space $X$ in one-to-one correspondence with c...

Here's a counterexample if you don't assume your algebra is self-adjoint. Let $X$ be the unit disk in $\mathbb{C}$ endowed with the discrete topology. Let $B$ be the algebra of complex-valued functi …
Eric Wofsey's user avatar
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8 votes
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Compactly supported cohomology of homotopy equivalent manifolds

Then $M$ and $N$ are homotopy equivalent, but their one-point compactifications are not (the first being a torus and the second having the homotopy type of $S^2\vee S^1\vee S^1$). …
Eric Wofsey's user avatar
  • 31.2k