Resumen de Quartic surfaces up to volume preserving equivalence
We study log Calabi–Yau pairs of the form (P3, ), where is a quartic surface, and classify all such pairs of coregularity less than or equal to one, up to volume preserving equivalence. In particular, if (P3, ) is a maximal log Calabi–Yau pair then we show that it has a toric model
