HIGHLIGHTS
- who: Quiver, asymptotics and Ali, Zahabi from the Institut, Dijon, France have published the article: Quiver asymptotics and amoeba: Instantons on toric Calabi-Yau divisors, in the Journal: (JOURNAL) of 29/04/2021
- what: In analogy to the 3d crystal model, in this study the authors use the limit shape of the 2d crystal model, which is obtained from the amoeba associated with the Newton polynomial of the dimer model, and using a large deviation problem the authors derive explicit results for the thermodynamics observables such as the free_energy and the entropy of the instanton . . .
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