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- W2968759416 abstract "We present a new normal form for cubic surfaces that is well suited for p-adic geometry, as it reveals the intrinsic del Pezzo combinatorics of the 27 trees in the tropicalization. The new normal form is a polynomial with eight terms, written in moduli from the E6 hyperplane arrangement. If such a surface is tropically smooth then its 27 tropical lines are distinct. We focus on explicit computations, both symbolic and p-adic numerical." @default.
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- W2968759416 date "2019-08-16" @default.
- W2968759416 modified "2023-09-27" @default.
- W2968759416 title "An Octanomial Model for Cubic Surfaces" @default.
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