Acta Mathematica Vietnamica
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Postulation of General Unions of Lines and Double Points in a Higher Dimensional Projective Space
Edoardo Ballicopp. 495-504
Abstract
We prove that a general union $X\subset \mathbb {P}^{r}$, $r \geq 6$, of lines and double points has the expected postulation with respect to the hypersurfaces of degree $\geq 4$.