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D sets and IP rich sets in ℤ

Randall McCutcheonJee Zhou — 2016

Fundamenta Mathematicae

We give combinatorial characterizations of IP rich sets (IP sets that remain IP upon removal of any set of zero upper Banach density) and D sets (members of idempotent ultrafilters, all of whose members have positive upper Banach density) in ℤ. We then show that the family of IP rich sets strictly contains the family of D sets.

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