Explicit polynomials count low-degree vertices in the m x n Miura-ori flip graph via height-function extrema, with diameter bounds obtained by reduction to 1-Lipschitz grid functions.
Hull, Manuel Morales, Sarah Nash, and Natalya Ter-Saakov
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Height functions on the $m \times n$ Miura-ori flip graph: degree sequence and diameter
Explicit polynomials count low-degree vertices in the m x n Miura-ori flip graph via height-function extrema, with diameter bounds obtained by reduction to 1-Lipschitz grid functions.