Sur la conjecture de la minimale résolution de l’ideal d’un arrangement general d’un grand nombre de points dans un espace projectif

Citation:
Charles Walter (Eds.). Sur la conjecture de la minimale résolution de l’ideal d’un arrangement general d’un grand nombre de points dans un espace projectif. Universite de Nice Sophia-Antipolis; 2010.

Thesis Type:

Ph.D

Abstract:

The Minimal Resolution Conjecture is known and has been verified for Projective Spaces of dimension 2 and 3. Also there many counter examples for example for 11 points in a Projective Space of dimension 6, 12 points in a Projective Spaces of dimension 7. However, for Projective Spaces of dimension 4, it is believed to be true but the complete proof has not been written up so far. F Lauze tackled part of the resolution in his thesis.

Notes:

n/a

Link

UoN Websites Search