4 citations · 14 across the 12 of their papers we have counts for
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Discrete dynamics in cluster integrable systems from geometric -matrix transformations
Terrence George, Sanjay Ramassamy
Cluster integrable systems are a broad class of integrable systems modelled on bipartite dimer models on the torus. Many discrete integrable dynamics arise by applying sequences of…
Dimers and Beauville integrable systems
Terrence George, Giovanni Inchiostro
Associated to a convex integral polygon in the plane are two integrable systems: the cluster integrable system of Goncharov and Kenyon, constructed from the dimer model on bipa…
Integrable dynamics in projective geometry via dimers and triple crossing diagram maps on the cylinder
Niklas Christoph Affolter, Terrence George, Sanjay Ramassamy
We introduce twisted triple crossing diagram maps, collections of points in projective space associated to bipartite graphs on the cylinder, and use them to provide geometric reali…