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- W3021181962 abstract "Let $X=X_1cup cdots cup X_ssubset mathbb {P}^n$, $nge 4$, be a general union of smooth non-special curves with $X_i$ of degree $d_i$ and genus $g_i$ and $d_ige max {2g_i-1,g_i+n}$ if $g_i>0$. We prove that $X$ has maximal rank, i.e. for any $tin mathbb {N}$ either $h^0(mathcal{I}_X(t))=0$ or $h^1(mathcal{I}_X(t))=0$." @default.
- W3021181962 created "2020-05-13" @default.
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- W3021181962 date "2020-05-08" @default.
- W3021181962 modified "2023-09-27" @default.
- W3021181962 title "On the Hilbert function of general unions of curves in projective spaces" @default.
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