3 citations · 5 across the 4 of their papers we have counts for
5 papers
A short note on Cayley-Salmon equations
Marvin Anas Hahn, Sara Lamboglia, Alejandro Vargas
A Cayley-Salmon equation for a smooth cubic surface in is an expression of the form such that the zero set is and , are…
Tropical convex hulls of polyhedral sets
Cvetelina Hill, Sara Lamboglia, Faye Pasley Simon
In this paper we focus on the tropical convex hull of convex sets and polyhedral complexes. We give a vertex description of the tropical convex hull of a line segment and a ray. %i…
Tropical Fano Schemes
Sara Lamboglia
We define a tropical version $\F_d(\trop X)$ of the Fano Scheme $\F_d(X)$ of a projective variety and prove that $\F_d(\trop X)$ is the support of a polyhe…
Computing Tropical Varieties in Macaulay2
Carlos Améndola, Kathlén Kohn, Sara Lamboglia +5
We introduce a package for doing tropical computations in Macaulay2. The package draws on the functionality of Gfan and Polymake while making the process as simple as possible for…
Computing toric degenerations of flag varieties
Lara Bossinger, Sara Lamboglia, Kalina Mincheva +1
We compute toric degenerations arising from the tropicalization of the full flag varieties and embedded in a product of Grassmannians. For $…