Geometry of toric varieties.pdf

Geometry of toric varieties

Laurent Bonavero

This volume gathers texts originated in the summer school Geometry of Toric Varieties (Grenoble, June 19-July 7, 2000). These are expanded versions of lectures delivered during the second and third weeks of the school, the first week having been devoted to introductory lectures. The paper by D. Cox is an overview of recent work in toric varieties and its applications, putting into perspective the other contributions of the présent volume.Ce volume rassemble des textes issus de lécole dété Géométrie des variétés toriques (Grenoble, 19 juin - 7 juillet 2000). Ils reprennent, sous une forme plus détaillée, des cours et des exposés de séminaire des deuxième et troisième semaines de lécole, la première semaine ayant été consacrée à des cours introductifs. On trouvera dans larticle de D. Cox un panorama des travaux récents en géométrie torique et de leurs applications, qui met en perspective les autres textes du présent volume.

Toric Varieties - Max Planck Society Toric Varieties Notes by Mateusz Micha lek for the lecture on May 29, 2018, in the IMPRS Ringvorlesung Introduction to Nonlinear Algebra Toric varieties form one of the most accessible classes of algebraic varieties. They appear often in both theoretical mathematics and in applications. We start directly with a de nition. Recall that nonnegative integer vectors b = (b 1;:::;b n) are identi ed

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Geometry of toric varieties.pdf

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