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Do all homogeneous spaces have homogeneous compactifications?

Since you want a connected example: A surface of infinite genus has no homogeneous compactification. Indeed first observe a dense locally compact subset has to be open. So the surface has to be open, …
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7 votes
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Are countable FC-groups maximally almost periodic?

Here's a counterexample. Consider a non-abelian finite, 2-step nilpotent group $F$. Let $Z$ be its derived subgroup. Define $G$ as the quotient of the direct sum $F^{(\mathbf{N})}=\bigoplus F_n$ of co …
YCor's user avatar
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