Add to ORKGsummary:Here we study the gonality of several projective curves which arise in a natural way (e.g\. curves with maximal genus in $\bold P^n$, curves with given degree $d$ and genus $g$ for all possible $d$, $g$ if $n = 3$ and with large $g$ for arbitrary $(d,g,n)$)
Let C be an ACM (projectively normal) nonsingular curve in ℙ^3 not contained in a plane, and supp...
In this thesis, we explore the restrictions imposed on the genus of a smooth curve $X$ which posses...
Let X be a smooth genus g curve equipped with a simple morphism f: X -> C, where C is either the pro...
summary:Here we study the gonality of several projective curves which arise in a natural way (e.g\. ...
This paper concerns the existence of curves with low gonality on smooth hypersurfaces of sufficientl...
Let C be an ACM (projectively normal) nondegenerate smooth curve in projective 3-space, and suppose ...
This short paper concerns the existence of curves with low gonality on smooth hypersurfaces X in P^...
This paper concerns the existence of curves with low gonality on smooth hypersurfaces of sufficient...
We determine conditions for the invariance of the gonality under base extension, depending on the nu...
A well-known theorem of Max Noether asserts that the gonality of a smooth curve C ⊂ P^2 of degree d ...
In this paper we review the notions of gonality and Clifford index of an abstract curve. For a curve...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
In this masterthesis we study the geometry of the points in the Brill-Noether locus. Typically, we w...
We develop in this article an algorithm that, given a projective curve C, computes a gonal map, that...
Let C be an ACM (projectively normal) nonsingular curve in ℙ^3 not contained in a plane, and supp...
In this thesis, we explore the restrictions imposed on the genus of a smooth curve $X$ which posses...
Let X be a smooth genus g curve equipped with a simple morphism f: X -> C, where C is either the pro...
summary:Here we study the gonality of several projective curves which arise in a natural way (e.g\. ...
This paper concerns the existence of curves with low gonality on smooth hypersurfaces of sufficientl...
Let C be an ACM (projectively normal) nondegenerate smooth curve in projective 3-space, and suppose ...
This short paper concerns the existence of curves with low gonality on smooth hypersurfaces X in P^...
This paper concerns the existence of curves with low gonality on smooth hypersurfaces of sufficient...
We determine conditions for the invariance of the gonality under base extension, depending on the nu...
A well-known theorem of Max Noether asserts that the gonality of a smooth curve C ⊂ P^2 of degree d ...
In this paper we review the notions of gonality and Clifford index of an abstract curve. For a curve...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
In this masterthesis we study the geometry of the points in the Brill-Noether locus. Typically, we w...
We develop in this article an algorithm that, given a projective curve C, computes a gonal map, that...
Let C be an ACM (projectively normal) nonsingular curve in ℙ^3 not contained in a plane, and supp...
In this thesis, we explore the restrictions imposed on the genus of a smooth curve $X$ which posses...
Let X be a smooth genus g curve equipped with a simple morphism f: X -> C, where C is either the pro...