Explicit constructions on affine cluster varieties produce B_n and D_n Dynkin friezes over positive integers with largest entries F_{n+1}F_{n+2}-1 and F_n F_{n+1}-1 respectively, conjectured to be maximal.
Superunitary regions of cluster algebras, 2022
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A survey of results linking frieze patterns to polygon triangulations, Grassmannian cluster algebras, and Grassmannian cluster categories, with focus on recent links to cluster categories.
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On maximal Dynkin friezes
Explicit constructions on affine cluster varieties produce B_n and D_n Dynkin friezes over positive integers with largest entries F_{n+1}F_{n+2}-1 and F_n F_{n+1}-1 respectively, conjectured to be maximal.
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Frieze patterns in representation theory
A survey of results linking frieze patterns to polygon triangulations, Grassmannian cluster algebras, and Grassmannian cluster categories, with focus on recent links to cluster categories.