On Uniquely Homogeneous Spaces, Ii


It is shown that there is an example of a uniquely homogeneous separable metrizable space that is Abelian but not Boolean. It is also shown that such an example cannot be a Baire space. This answers several problems on (unique) homogeneity. 


Cite this paper

@inproceedings{ARHANGELSKII2014OnUH, title={On Uniquely Homogeneous Spaces, Ii}, author={ALEXANDER ARHANGEL’SKII and Jan van Mill}, year={2014} }