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This seminar is concerned to support the communication among thedoctoral students and to develop a scientific interaction with the scientists from the program. Moduli space of algebraic curves Winter Semester 2013/14 The current outline of the seminar.
Plan of talks 16.10.2013:
Hilbert schemes I: Chapter IX; §1,2,3
David Ouwehand 23.10.2013:
Hilbert schemes II: Chapter IX; §4,5,6
Fabian Müller 30.10.2013:
Hilbert schemes III: Chapter IX; §7,8,9
Max Bender 06.11.2013:
Nodal curves, stable curves: Chapter X;
§ 2,3
Rostislav Devyatov 13.11.2013:
Stable reduction (proof and examples): Chapter X;
§ 4
Giulia Battiston 20.11.2013:
Contraction, projection, stabilization: Chapter X;
§ 6,7,8
Irene Schwarz 27.11.2013:
Deformation theory: Chapter XI;
§ 2,3,4
Irfan Kadiküoylüu 04.12.2013:
Kuranishi Families: Chapter XI;
§ 5,6
Ana Maria Botero 11.12.2013:
The period map and local Torelli thm (with proof): Chapter XI;
§ 8
Nicolas Schmidt 18.12.2013:
Moduli space of stable curves: Chapter XI;
§ 2,3
Inder Kaur 08.01.2014:
Moduli space of curves as an Orbifold: Chapter XI;
§ 4,5
Giovanni de Gaetano 15.01.2014:
Descent theory of QC-sheaves and stacks: Chapter XI;
§ 6,7
Gregor Bruns 22.01.2014:
Deligne-Mumford stacks: Chapter XI;
§ 8,9
Niels Lindner 29.01.2014:
Invariant theory: Chapter XIV;
§ 2,3
Emre Sartoz 05.02.2014:
Projectivity of moduli of curves: Chapter XIV;
§ 4,5
Frank Gounelas | ||||||