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Zbl 1106.28001
Dorais, François G.; Filipów, Rafał
Algebraic sums of sets in Marczewski-Burstin algebras. (English)
[J] Real Anal. Exch. 31(2005-2006), No. 1, 133-142 (2005). ISSN 0147-1937

The authors prove that a family of Marczewski-Burstin algebra over groups are not closed under algebraic sums. They also present an application of almost invariant sets to the difference property in the sense of Bruijn.
[Ryszard Pawlak (\Lódź)]

MSC 2000:: *28A05 Classes of sets
39A70 Difference operators

Keywords: Marczewski (Miller) measurable set; superperfect set; almost invariant set; difference property

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