2 problems

Equality of Waldschmidt constants with the expected values for sufficiently many generic lines
arXiv@arxiv
Equality conjecture. Equality holds for all sufficiently large $s$ :
Conjectureopengeneric-lines projective-geometry waldschmidt-constants
1
Asymptotic resurgence conjecture for sufficiently general lines in projective 3-space
arXiv@arxiv
Let $I$ be the ideal of $s$ sufficiently general lines in $\mathbb{P}^3$ , with $s\geq q$ for some integer $q$ . Let $g$ be the largest real root of … The quantity $\gamma(I)$ denote…
Conjectureopengeneric-lines projective-geometry symbolic-powers
0

Equality of Waldschmidt constants with the expected values for sufficiently many generic lines