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Enumerating (2+2)-free posets by the number of minimal elements and other statistics

Enumerating (2+2)-free posets by the number of minimal elements and other statistics. Joint work with. Jeff Remmel University of California, San Diego. Sergey Kitaev Reykjavik University. Unlabeled (2+2)-free posets. A partially ordered set is called (2+2)-free if it contains no induced

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Enumerating (2+2)-free posets by the number of minimal elements and other statistics