6 citations · 15 across the 18 of their papers we have counts for
4 papers · 1 filter
Compactifications of moduli of points and lines in the projective plane
Luca Schaffler, Jenia Tevelev
Projective duality identifies the moduli spaces and parametrizing linearly general configurations of points in and lines in…
Geometric interpretation of toroidal compactifications of moduli of points in the line and cubic surfaces
Patricio Gallardo, Matt Kerr, Luca Schaffler
It is known that some GIT compactifications associated to moduli spaces of either points in the projective line or cubic surfaces are isomorphic to Baily-Borel compactifications of…
Point configurations, phylogenetic trees, and dissimilarity vectors
Alessio Caminata, Noah Giansiracusa, Han-Bom Moon +1
In 2004 Pachter and Speyer introduced the higher dissimilarity maps for phylogenetic trees and asked two important questions about their relation to the tropical Grassmannian. Mult…
Decomposition of Lagrangian classes on K3 surfaces
Kuan-Wen Lai, Yu-Shen Lin, Luca Schaffler
We study the decomposability of a Lagrangian homology class on a K3 surface into a sum of classes represented by special Lagrangian submanifolds, and develop criteria for it in ter…