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20192025
most citedOn realizability of lines on tropical cubic surfaces and the Brundu-Logar normal form

3 citations · 8 across the 9 of their papers we have counts for

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math.AG2025

The Self-Projecting Grassmannian

Alheydis Geiger, Francesca Zaffalon

We introduce the self-projecting Grassmannian, an irreducible subvariety of the Grassmannian parametrizing linear subspaces that satisfy a generalized self-duality condition. We st…

math.AG2025

Real Tropical Quartics and their Bitangents: Counting with Patchworking

Alheydis Geiger

For certain tropical quartic curves the existing techniques could not predict the lifting behavior of their bitangents over the real numbers. We close this gap by using patchworkin…