Publication
Journal of Combinatorial Theory, Series A
Paper

The complement of certain recursively defined sets

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Abstract

An RD-set (recursively defined) is a minimal set of positive integers containing a given seed and closed under a given set of unary linear operations (x → ax + b). We examine conditions under which the complement of an RD-set may be expressed as the disjoint union of infinite arithmetic progressions. © 1975.

Date

01 Jan 1975

Publication

Journal of Combinatorial Theory, Series A

Authors

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