The North German Plain Goes Tropical
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The North German Plain Goes Tropical
Tropical Geometry is an emerging field at the crossroads of algebraic geometry, several complex variables, computational algebra, and geometric combinatorics. More and more mathematicians in northern central Europe touch Tropical Geometry in one or another way. Our objective is to bring people together for one-day seminars, to make them exchange their latest interests and projects, to keep each other posted on recent developments, and to provide a platform for young mathematicians in the field.
Organizers
Eva-Maria Feichtner, Hannah Markwig.
Schedule for ???
Since the tropical group in Göttingen will move to Saarbrücken on Feb 1, 2011, we haven't planned the next meeting yet. Check again - we'll continue once we are really settled and figure out how the North German Plain can be moved.
| Time | ||
| 11:00 - 12:00 | TBA | TBA |
| 12:00-13:30 | Lunch | |
| 13:30-14:30 | TBA | TBA |
| 14:30-15:00 | Coffee | |
| 15:00-16:00 | TBA | TBA |
| 18:00 | Dinner |
Room: Göttingen Mathematics Institute, Sitzungszimmer
Travel Information
From the Station to the Institute
Travel reimbursement
Travel reimbursement will be available for graduate students, and maybe also for others. If you are interested in receiving travel reimbursement, please let us know and tell us an estimate of your travel costs.
Registration
Please sent an email to Mrs. Willhardt, willha@uni-math.gwdg.de, 0551/39-7691. Include an estimate of your travel cost for the reimbursement. Deadline: ???
Coming next
The 3rd PhD Students Conference on Tropical Geometry will take place in Göttingen on Jan 28-29, 2011.
Past events
Our first meeting was on October 22, 2008. Andreas Gathmann gave a talk on Tropical Enumerative Geometry , Lars Allermann on Introduction to Tropical Intersection Theory and Michael Joswig on Tropical Geometry for Applied Mathematics.
Our second meeting was on December 3,2008. Anders Jensen gave a talk on How to draw tropical planes, Mounir Nisse on Amoebas and coamoebas of complex algebraic hypersurfaces and Annette Werner on Affine Buildings.
Our third meeting was on January, 21, 2009. Christian Haase talked about Tropical linear systems on curves, Matthias Herold about Tropical stacks and Bernd Siebert about The Tropical Vertex.
The fourth meeting was on May, 8. 2009. Thomas Markwig spoke about The tropical j-invariant, Sven Herrmann about Fans of Tropical Linear Spaces and Tim Römer about Generic Tropical Varieties.
The fifth meeting was on June 5, 2009. Thorsten Theobald spoke about Tropical combinatorics and Ehrhart theory, Katja Kulas about Polytropes and Associahedra and Kerstin Hept about Projections of tropical varieties: Tropical bases and self-intersection points.
The sixth meeting was on July 3, 2009. Filip Cools spoke about Tropical geometry and dissimilarity vectors of trees, Kirsten Schmitz about Structural Results on Generic Tropical Varieties and Eugenii Shustin about Real tropical enumerative invariants.
After we all spend a term in Berkeley, we started again with a North German Plain meeting on May 11, 2010. Lisa Nilsson spoke about Discriminant Coamabas and Hypergeometric Functions, Marco Kuehnel about Tropical Differentials and Johannes Rau about Tropical intersections.
The eighth meeting was on Juy 2, 2010. Joaquim Roé spoke about Analytification and tropicalization of curve maps, Franziska Schroeter about Points in special position for tropical curves and Paul Johnson about Why should tropical moduli spaces be stacks? A topological viewpoint.
The ninth meeting was on October 27, 2010. Mikael Passare gave a talk On the (co)amoebas of linear spaces, Mareike Fischer spoke about Reconstructing evolutionary trees – Chances and pitfalls in modern phylogenetics and Eva-Maria Feichtner about Tropical insights on wonderful compactifications.
The tenth meeting was on December 3, 2010. Diane Maclagan spoke about The tropical inverse problem and toric varieties, Mathias Häbich about Mustafin Varieties and Benoît Bertrand about Tropical computation of genus 0 characteristic numbers.
