On Strong Lefschetz Property of 0-dimensional complete intersections and Veronese varieties
Alexandru DimcaGiovanna IlardiAbbas Nasrollah Nejad
所有作者
Alexandru DimcaGiovanna IlardiAbbas Nasrollah Nejad
文献摘要
We show that the Strong Lefschetz Property in degree 1 for a homogeneous 0-dimensional complete intersection holds if the corresponding associated form, the Macaulay inverse systems, has a non-zero discriminant.