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Proof of the Kontsevich Non-Commutative Cluster Positivity Conjecture (1201.3426v2)

Published 17 Jan 2012 in math.QA, math.AG, and math.CO

Abstract: We extend the Lee-Schiffler Dyck path model to give a proof of the Kontsevich non-commutative cluster positivity conjecture with unequal parameters.

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Authors (1)

  1. Dylan Rupel
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