Résumé: We review some recent results of Jenne on the Kenyon-Wilson tripartite double dimer model, and use them to prove a combinatorial conjecture from algebraic geometry: namely, that certain generating functions for plane-partition-like objects coincide. There’s no algebraic geometry in this talk, but the problems do come from geometry. In particular, we are able to prove a combinatorial conjecture from algebraic geometry due to Pandharipande-Thomas,
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29 May Friday
Benjamin Young (Oregon): The double dimer model and the combinatorial PT-DT correspondence
29 May 2020, 11:00 - 29 May 2020, 12:00
En ligne/online, Canada