Tropical Geometry and Moduli Spaces – Speakers
Daniel Corey (Yale University)
Initial degenerations of Grassmannians
Ethan Cotterill(UFF, Niteroi)
Real inflection points of real linear series on real (hyper)elliptic curves
Jeffrey Giansiracusa (Swansea University)
Tropical ideals
Lothar Goettsche (International Centre for Theoretical Physics)
Refined tropical curve counting
Andreas Gross (Colorado State University)
Tropical Jacobians, Theta Divisors, and the Poincaré Formula
Dave Jensen (University of Kentucky)
The Kodaira dimensions of moduli spaces of curves
Yoav Len (University of Waterloo)
Tropical dual varieties
Diane Maclagan (University of Warwick)
An update on tropical schemes
Hannah Markwig (Universität Tübingen)
What is a tropical plane curve?
Alex Massarenti (UFF, Niteroi)
On the biregular geometry of the Fulton-MacPherson compactification
Kalina Mincheva (YALE, New Haven)
The Picard group of a tropical toric scheme
Marco Pacini (UFF, Niteroi)
The skeleton of the Esteves’ universal Jacobian and the universal Abel map
Felipe Rincón (University of Oslo)
Chern-Schwartz-MacPherson cycles of matroids
Kristin Shaw (University of Oslo)
Bounding Betti numbers of patchworked real hypersurfaces by Hodge numbers
Martin Ulirsch (Goethe University Frankfurt)
From algebraic to tropical divisors (and back again)