EAGER: European algebraic geometry research and training network

• Unité de recherche: PCRD EU
• Numéro de projet: 99.0030
• Titre du projet anglais: EAGER: European algebraic geometry research and training network

Mots-clé (Anglais)

Subcanonical submanifolds; Seiberg-Witten theory; complex surfaces; virtual fundamental classes; toric fibre bundles; gauge theoretic Gromov-Witten invariants; toric orbifolds;
Education; Training; Scientific Research; Social Aspects

Autre Numéro de projet (Anglais)

EU project number: HPRN-2000-00099

Programme de recherche (Anglais)

EU-programme: 5. Frame Research Programme - 4.1.1 Research training networks

Description succincte (Anglais)

See abstract

Partenaires et organisations internationales (Anglais)

Università degli Studi di Torino (I), Universitat de Barcelona (E), Universität Bayreuth (D), Universität Hannover (D), Centre National de la Recherche Scientifique (F), University of Oslo (NO), Università di Roma Tor Vergata (I), Bar-Ilan University (IL), Utrecht University (NL), Uniwersytet Warszawsky (PL), The University of Warwick (UK), Universität des Saarlandes (D)

Résumé des résultats (Abstract) (Anglais)

1. M. Bertin studied subcanonical manifolds of codimension 4 in projective spaces.
2. M. Dürr completed his Ph. D. thesis 'Seiberg-Witten Theory and the C1-classification of Complex Surfaces'.
3. M. Dürr, Ch. Okonek and A. Teleman investigated the existence of virtual fundamental classes in gauge theory and Algebraic Geometry.
4. M. Halic introduced toric fibre bundles and studied their cohomology rings.
5. Ch. Okonek and A. Teleman introduced gauge theoretic Gromov-Witten invariants related to projective toric orbifolds.

Références bases de données (Anglais)

Swiss Database: Euro-DB of the
State Secretariat for Education and Research
Hallwylstrasse 4
CH-3003 Berne, Switzerland
Tel. [phone]
Swiss Project-Number: 99.0030