arXiv · 1203.5840
Duality between measure and category in uncountable locally compact abelian Polish groups
Abstract
We show that there is no addition preserving Erdős-Sierpiński mapping on any uncountable locally compact abelian Polish group. This generalizes results of Bartoszyński and Kysiak.
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Richárd Balka. 2012-03-26. Duality between measure and category in uncountable locally compact abelian Polish groups. https://arxiv.org/abs/1203.5840
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