Add to ORKGWe generalize the prior linked symplectic Grassmannian construction, applying it to to prove smoothing results for rank-2 limit linear series with fixed special determinant on chains of curves. We apply this general machinery to prove new results on nonemptiness and dimension of rank-2 Brill-Noether loci in a range of degrees
In this paper we study Brill-Noether loci for rank-two vector bundles and describe the general memb...
We explore the relationship between limit linear series and fibers of Abel maps in the case...
We compute the Euler characteristic of the structure sheaf of the Brill–Noether locus of linear seri...
We generalize the prior linked symplectic Grassmannian construction, applying it to to prov...
Abstract. We generalize the prior linked symplectic Grassmannian construc-tion, applying it to to pr...
In order to prove new existence results in Brill-Noether theory for rank-2 vector bundles w...
In the 1990's, Bertram, Feinberg and Mukai examined Brill-Noether loci for vector bundles o...
Motivated by applications to higher-rank Brill-Noether theory and the Bertram-Feinberg-Muka...
Continuing our previous study of modified expected dimensions for rank-2 Brill-Noether loci...
We study (a generalization of) the notion of linked determinantal loci recently introduced ...
We show that limit linear series spaces for chains of curves are reduced. Using new advances in the ...
We first prove a generalized Brill-Noether theorem for linear series with prescribed multiv...
In this paper, we prove a new expected dimension formula for certain rank two Brill-Noether...
Abstract. In this note, we give a new proof of a technical result in [Ossa] re-lated to proving expe...
Abstract. We prove a smoothing theorem for limit linear series of rank one on an enrichment of reduc...
In this paper we study Brill-Noether loci for rank-two vector bundles and describe the general memb...
We explore the relationship between limit linear series and fibers of Abel maps in the case...
We compute the Euler characteristic of the structure sheaf of the Brill–Noether locus of linear seri...
We generalize the prior linked symplectic Grassmannian construction, applying it to to prov...
Abstract. We generalize the prior linked symplectic Grassmannian construc-tion, applying it to to pr...
In order to prove new existence results in Brill-Noether theory for rank-2 vector bundles w...
In the 1990's, Bertram, Feinberg and Mukai examined Brill-Noether loci for vector bundles o...
Motivated by applications to higher-rank Brill-Noether theory and the Bertram-Feinberg-Muka...
Continuing our previous study of modified expected dimensions for rank-2 Brill-Noether loci...
We study (a generalization of) the notion of linked determinantal loci recently introduced ...
We show that limit linear series spaces for chains of curves are reduced. Using new advances in the ...
We first prove a generalized Brill-Noether theorem for linear series with prescribed multiv...
In this paper, we prove a new expected dimension formula for certain rank two Brill-Noether...
Abstract. In this note, we give a new proof of a technical result in [Ossa] re-lated to proving expe...
Abstract. We prove a smoothing theorem for limit linear series of rank one on an enrichment of reduc...
In this paper we study Brill-Noether loci for rank-two vector bundles and describe the general memb...
We explore the relationship between limit linear series and fibers of Abel maps in the case...
We compute the Euler characteristic of the structure sheaf of the Brill–Noether locus of linear seri...