A BIJECTION PROVING THE AZTEC DIAMOND THEOREM BY COMBING LATTICE PATHS FRÉDÉRIC BOSIO AND MARC VAN LEEUWEN Abstract. We give a bijective proof of the Aztec diamond theorem, stating that there are 2n(n 1) 2 domino tilin - Coproduct - Document - PDFSEARCH.IO

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	A BIJECTION PROVING THE AZTEC DIAMOND THEOREM BY COMBING LATTICE PATHS FRÉDÉRIC BOSIO AND MARC VAN LEEUWEN Abstract. We give a bijective proof of the Aztec diamond theorem, stating that there are 2n(n+1)/2 domino tilin Add to Reading List Document Date: 2014-09-01 05:21:13 Open Document File Size: 347,78 KB Share Result on Facebook Person Domino / FRÉDÉRIC BOSIO / MARC VAN LEEUWEN / / Position first author / second author / / Region arctic circle / / SocialTag Enumerative combinatorics Domino tiling Matching Partition Delannoy number Coproduct Pi Bijective proof Catalan number Mathematics

A BIJECTION PROVING THE AZTEC DIAMOND THEOREM BY COMBING LATTICE PATHS FRÉDÉRIC BOSIO AND MARC VAN LEEUWEN Abstract. We give a bijective proof of the Aztec diamond theorem, stating that there are 2n(n+1)/2 domino tilinAdd to Reading List