Emplacement
Dates
Présentation
This is a two-week long research summer school on algebraic geometry and related number theory. Topics to be included are Computational commutative algebra, Subvarieties of low degree in projective spaces, sheaf cohomology, Singular points of complex hypersurfaces, Birational geometry of moduli spaces, Arakelov theory and Hypergeometric Galois actions. We plan to deliver a series of preparatory lectures before the summer school. There will be a possibility for young researchers to present short research talks and make poster presentations.
First week of the summer school will be devoted to general lectures. Specialized courses and research talks will be delivered in the second week. Schedule will be announced on May 2014.
Coordinateurs administratifs et scientifiques
Programme scientifique
Cours 1: "A Brief Introduction to Computational Commutative Algebra", Rahim Zaare Nahandi (University of Tehran, Iran)
Cours 2: "On the geometry of subvarieties of low degree in the complex projective space", Olivier Debarre (Ecole Normale Supérieure, Paris, France)
Cours 3: "Sheaf Cohomology", Loring W. Tu (Tufts University, USA)
Cours 4: "Singular points of complex hypersurfaces ", Sabir M. Gusein-Zade (Moscow State University, Russia)
Cours 5: "Birational Geometry of Moduli Spaces", İzzet Coşkun (University of Illinois, USA)
Cours 6: "Théorie d’Arakelov ", Christophe Soulé (IHÉS, France) et Gerard Freixas i Montplet (Institut de Mathématiques de Jussieu, Paris, France)
Cours 7: "Arakelov Geometry on Arithmetic Surfaces", Sinan Ünver (Koç University, Istanbul, Turkey)
Cours 8: "Lectures on motivic aspects of Hodge theory", Chris Peters (Université de Grenoble, Institut Fourier, France)
Cours 9: "Arithmetic of Abelian varieties and Iwasawa theory", Kazım Büyükboduk (Koç University, Istanbul, Turkey)