Posets in which every interval is a prod
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David J. Grabiner
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Article
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1999
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Elsevier Science
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English
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Consider a graded poset P with maximal and minimal elements. If every interval of rank three in P is a product of chains, and for every interval [.L ~1 of rank at least four, the open interval (x, y) is connected, we show that the entire poset is a product of chains. This proves a conjecture of Stan