Nonmeasurable algebraic sums of sets of reals
Volume 102 / 2005
Colloquium Mathematicum 102 (2005), 113-122
MSC: 28A05, 03E15, 54H05.
DOI: 10.4064/cm102-1-10
Abstract
We present a theorem which generalizes some known theorems on the existence of nonmeasurable (in various senses) sets of the form $X+Y$. Some additional related questions concerning measure, category and the algebra of Borel sets are also studied.
