Every semilinear set is a finite union o
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Ryuichi Ito
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Article
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1969
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Elsevier Science
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English
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We prove in this paper that every semilinear set is a finite union of disjoint linear sets, using elementary combinatorial-topological lemmas. This paper gives a positive answer to an open problem proposed by Seymour Ginsburg in his book ([2], p. 195). Let N denote the nonnegative integers and R d