Piecewise syndetic set

http://dbpedia.org/resource/Piecewise_syndetic_set

In mathematics, piecewise syndeticity is a notion of largeness of subsets of the natural numbers. A set is called piecewise syndetic if there exists a finite subset G of such that for every finite subset F of there exists an such that where . Equivalently, S is piecewise syndetic if there is a constant b such that there are arbitrarily long intervals of where the gaps in S are bounded by b. rdf:langString
rdf:langString Piecewise syndetic set
xsd:integer 3994836
xsd:integer 1110744923
rdf:langString In mathematics, piecewise syndeticity is a notion of largeness of subsets of the natural numbers. A set is called piecewise syndetic if there exists a finite subset G of such that for every finite subset F of there exists an such that where . Equivalently, S is piecewise syndetic if there is a constant b such that there are arbitrarily long intervals of where the gaps in S are bounded by b.
xsd:nonNegativeInteger 3615

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