Introduces a twisted higher boundary measurement map using face weights and proves web duality for a large collection of SL3 and SL4 webs, recovering and extending formulas for cluster variable twists in Grassmannian cluster algebras.
Dimers, webs, and positroids
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Twists, Higher Dimer Covers, and Web Duality for Grassmannian Cluster Algebras
Introduces a twisted higher boundary measurement map using face weights and proves web duality for a large collection of SL3 and SL4 webs, recovering and extending formulas for cluster variable twists in Grassmannian cluster algebras.