AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n the dimension of the family of surfaces of degree n containing the curve. We prove that for any integers d and g satisfying d−3⩽g⩽2d−9, there exists a smooth connected curve of degree d and genus g with the minimal postulation expected by the Riemann–Roch theorem
AbstractWe investigate space curves with large cohomology. To this end we introduce curves of subext...
We study maximal families W of the Hilbert scheme, H(d, g)sc, of smooth connected space curves whose...
Let Hd,g denote the Hilbert scheme of locally Cohen–Macaulay curves of degree d and genus g in proj...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
We prove the following statement, which has been conjecturedsince 1985:There exists a constant K suc...
AbstractWe determine all the possible geometric genera of curves of degree d in Pr which are not con...
We continue the study of maximal families W of the Hilbert scheme, H(d,g)_{sc}, of smooth connected ...
We present an essentially complete solution to the Minimal Resolution Conjecture for general curves,...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
We show that smooth curves in the same biliaison class on a hypersurface in $\mathbf{P}^3$ with ordi...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
AbstractLet S be a surface (compact, connected and without boundary) and ƒ: S → R2 a generic smooth ...
AbstractIn this article we find upper bounds on the Rao function for space curves in terms of the de...
AbstractWe investigate space curves with large cohomology. To this end we introduce curves of subext...
We study maximal families W of the Hilbert scheme, H(d, g)sc, of smooth connected space curves whose...
Let Hd,g denote the Hilbert scheme of locally Cohen–Macaulay curves of degree d and genus g in proj...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
We prove the following statement, which has been conjecturedsince 1985:There exists a constant K suc...
AbstractWe determine all the possible geometric genera of curves of degree d in Pr which are not con...
We continue the study of maximal families W of the Hilbert scheme, H(d,g)_{sc}, of smooth connected ...
We present an essentially complete solution to the Minimal Resolution Conjecture for general curves,...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
We show that smooth curves in the same biliaison class on a hypersurface in $\mathbf{P}^3$ with ordi...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
AbstractLet S be a surface (compact, connected and without boundary) and ƒ: S → R2 a generic smooth ...
AbstractIn this article we find upper bounds on the Rao function for space curves in terms of the de...
AbstractWe investigate space curves with large cohomology. To this end we introduce curves of subext...
We study maximal families W of the Hilbert scheme, H(d, g)sc, of smooth connected space curves whose...
Let Hd,g denote the Hilbert scheme of locally Cohen–Macaulay curves of degree d and genus g in proj...
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