Day
|
Time
|
Speaker
|
Title
|
Monday
|
10:00-10:30
|
Hamid Abban
|
Structures on Cremona groups
|
11:00-11:30
|
Roberto Svaldi
|
Birational geometry of surface foliations: towards a moduli theory
|
12:00-12:30
|
Ana Maria Castravet
|
Higher Fano varieties
|
17:00-17:30
|
Andres Jaramillo Puentes
|
A blow-up relation in Motivic Enumerative Geometry
|
18:00-18:30
|
Pascal Fong
|
Isotrivial elliptic surfaces
|
Tuesday
|
10:00-10:30
|
Sokratis Zikas
|
Rigid birational involutions of projective space
|
11:00-11:30
|
Giulio Codogni
|
Slope inequalities, effective positivity results for Hodge bundles and applications
|
12:00-12:30
|
Antoine Pinardin
|
Finite linearizable subgroups of the Cremona group of the plane
|
17:00-17:30
|
Tiago Duarte Guerreiro
|
Hypersurfaces in projective bundles
|
18:00-18:30
|
Lena Ji
|
Rationality problems for linear spaces on complete intersections of quadrics
|
Wednesday
|
10:00-10:30
|
Ronan Terpereau
|
Maximal connected algebraic subgroups of the real Cremona group
|
11:00-11:30
|
Andrea Petracci
|
Deformations of monomial schemes
|
12:00-12:30
|
Fabio Bernasconi
|
Geometry of 3-dimensional del Pezzo fibrations in positive characteristic
|
Thursday
|
10:00-10:30
|
Eduardo Alves Da Silva
|
Classification of log Calabi-Yau pairs (P3,D) after Ducat
|
11:00-11:30
|
Egor Yasinsky
|
Equivariant birational rigidity for surfaces
|
12:00-12:30
|
Luca Tasin
|
Delta invariants of weighted hypersurfaces
|
17:00-17:30
|
Joe Malbon
|
K-stability of blow ups of smooth quadric threefolds along twisted quartic curves
|
18:00-18:30
|
Enrica Floris
|
On algebraic subgroups of the Cremona group
|
Friday
|
10:00-10:30
|
Julia Schneider
|
Explicit Sarkisov program for regular surfaces over arbitrary fields and applications
|
11:00-11:30
|
Lois Faisant
|
From point counting to motivic distribution of rational curves on Fano varieties
|
12:00-12:30
|
Ziquan Zhuang
|
Pure image of KLT singularities
|
17:00-17:30
|
Daniella Paiva
|
Cremona transformations of P3 stabilizing quartic surfaces
|
18:00-18:30
|
Robert Smiech
|
LeBrun-Salamon conjecture from the effective nonvanishing for Fano manifolds
|