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Introduction
Forschungsseminar
Polytopes and Algebraic Geometry:
The Semistable Reduction Theorem
Organizers: Christian Haase, Lars Kastner and Kay Rülling
Date:
SS 15
Introduction
The Theorems
The Talks
1. Normal affine toric varieties and polyhedral cones (14.04.15).
2. Affine toric varieties and semigroups (21.05.15).
3. A Characterization of non-singular toric varieties in terms of polyhedral cones (28.04.15).
4. Toric varieties and fans (05.05.15).
5. Resolution of singularities of a toric variety (12.05.15).
6. Toroidal embeddings(19.05.15).
7. Toroidal embeddings and conical polyhedral complexes (26.05.15).
8. Modifications of a toroidal embedding and polyhedral complex decompositions (02.06.15).
9. Resolving singularities of a toroidal embedding in terms of decompositions of polyhedral complexes (09.06.15).
10. Reduction of Theorem 1 to Theorem 2 (16.06.15).
11. Canonical triangulations of dilates (23.06.15).
12. Reducing the volume of a single simplex (30.06.15).
13. Triangulating the star of a box point (07.07.15).
14. Proof of Theorem 2 (14.07.15).
Bibliography
About this document ...
Christian Haase 2015-04-16
