Valuatively independent bases for H^0(X, L^k) on the Fermat family of cubic curves are constructed for each k using a canonical cost function from the Hessian structure on the essential skeleton.
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Valuatively independent bases for the Fermat family of cubic curves
Valuatively independent bases for H^0(X, L^k) on the Fermat family of cubic curves are constructed for each k using a canonical cost function from the Hessian structure on the essential skeleton.