We show that for a sigma-finite diffused Borel measure in a nondiscrete locally bounded topological group there is a meager set which complement is of measure zero.
We show that for a sigma-finite diffused Borel measure in a nondiscrete locally bounded topological group there is a meager set which complement is of measure zero. (en)
Pro každou sigma-konečnou Borelovskou míru na nediskrétní lokálně omezené topologické grupě existuje hubená množina, jejíž komplement má míru nula. (cs)