Eberhard Karls Universität Tübingen
Mathematisches Institut
Arbeitsbereich Geometrie
Address
Auf der Morgenstelle 10 / Geb. C
72076 Tübingen
Deutschland
GERiT
This institution in GERiT
72076 Tübingen
Projects
Research Grants
Current projects
Arithmetic counts of bitangents to plane quartics by means of tropical geometry
(Applicant
Markwig, Hannah
)
Positivity on K-trivial varieties
(Applicants
Agostini, Daniele
;
Küronya, Alex
;
Lazic, Vladimir
;
Lehn, Christian
)
Completed projects
Constant mean curvature surfaces of higher genus
(Applicants
Heller, Sebastian
;
Schmitt, Nicholas
)
Real Hurwitz numbers
(Applicants
Markwig, Hannah
;
Rau, Johannes
)
Tropical Hurwitz loci
(Applicant
Markwig, Hannah
)
Tropicalizations of moduli spaces of curves and covers
(Applicant
Markwig, Hannah
)
Tropical Singularities
(Applicant
Markwig, Hannah
)
WBP Position
Current projects
Real, combinatorial and tropical aspects of the non-primitive combinatorial patchworking
(Applicant
Demory, Aloïs
)
Priority Programmes
Completed projects
Algorithmic tropical intersection theory on moduli spaces
(Applicants
Gathmann, Andreas
;
Markwig, Hannah
)
Surface Geometry and Integrable Systems: Theory and Experiment
(Applicant
Pedit, Franz
)
CRC/Transregios
Current projects
Computations in tropical combinatorics
(Project Heads
Joswig, Michael
;
Markwig, Hannah
;
Nebe, Gabriele
)
Effective Torelli Theorems
(Project Heads
Agostini, Daniele
;
Brandhorst, Simon
)
Linear degenerate flag varieties and their tropical counterparts
(Project Heads
Fang, Xin
;
Fourier, Ghislain
;
Markwig, Hannah
;
Nebe, Gabriele
)
Plane Hurwitz numbers
(Project Heads
Agostini, Daniele
;
Böhm, Janko
;
Markwig, Hannah
)