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Coskun–Larson–Vogt finiteness conjecture for stable normal bundles of BN-curves
Coskun–Larson–Vogt's finiteness conjecture. There are finitely many triples $(d,g,r)$ with $g\geq 2$ for which $N_{C/\mathbb{P}^r}$ is not stable.
Conjectureopenbrill-noether-curves normal-bundles vector-bundlesarXiv posted 2 days ago

Coskun–Larson–Vogt finiteness conjecture for stable normal bundles of BN-curves