We prove an analogue of Horrocks’ splitting theorem for Segre–Veronese varieties building upon the theory of Tate resolutions on products of projective spaces
Recently, Marian-Oprea-Pandharipande established (a generalization of) Lehn's conjecture for Segre n...
AbstractHoley Segre varieties are introduced, which generalize classical Segre varieties and whose e...
We construct universal $G$-zips on good reductions of the Pappas-Rapoport splitting models for PEL-t...
We prove that on a generic hypersurface in Pm+1 of dimension at least 3, a vector bundle with r X...
AbstractTwo new definitions are given for cup products in the cohomology of sheaves on an arbitrary ...
We present a method for constructing arithmetically Gorenstein subschemes of P^n of large codimensi...
We present a method for constructing arithmetically Gorenstein subschemes of P^n of large codimensi...
We present a method for constructing arithmetically Gorenstein subschemes of P^n of large codimensi...
AbstractWe show that Horrocks criterion for the splitting of vector bundles on Pn can be extended to...
AbstractFix a split connected reductive group G over a field k, and a positive integer r. For any r-...
Let X be a quasiprojective smooth surface defined over an algebraically closed field of positive cha...
Let X be a quasiprojective smooth surface defined over an algebraically closed field of positive cha...
Let E be a vector bundle and L be a line bundle over a smooth projective variety X. In this article,...
The aim of this note is to investigate the relation between two types of non-singular projective var...
AbstractWe use the Grossberg–Karshon's degeneration of Bott–Samelson varieties to toric varieties an...
Recently, Marian-Oprea-Pandharipande established (a generalization of) Lehn's conjecture for Segre n...
AbstractHoley Segre varieties are introduced, which generalize classical Segre varieties and whose e...
We construct universal $G$-zips on good reductions of the Pappas-Rapoport splitting models for PEL-t...
We prove that on a generic hypersurface in Pm+1 of dimension at least 3, a vector bundle with r X...
AbstractTwo new definitions are given for cup products in the cohomology of sheaves on an arbitrary ...
We present a method for constructing arithmetically Gorenstein subschemes of P^n of large codimensi...
We present a method for constructing arithmetically Gorenstein subschemes of P^n of large codimensi...
We present a method for constructing arithmetically Gorenstein subschemes of P^n of large codimensi...
AbstractWe show that Horrocks criterion for the splitting of vector bundles on Pn can be extended to...
AbstractFix a split connected reductive group G over a field k, and a positive integer r. For any r-...
Let X be a quasiprojective smooth surface defined over an algebraically closed field of positive cha...
Let X be a quasiprojective smooth surface defined over an algebraically closed field of positive cha...
Let E be a vector bundle and L be a line bundle over a smooth projective variety X. In this article,...
The aim of this note is to investigate the relation between two types of non-singular projective var...
AbstractWe use the Grossberg–Karshon's degeneration of Bott–Samelson varieties to toric varieties an...
Recently, Marian-Oprea-Pandharipande established (a generalization of) Lehn's conjecture for Segre n...
AbstractHoley Segre varieties are introduced, which generalize classical Segre varieties and whose e...
We construct universal $G$-zips on good reductions of the Pappas-Rapoport splitting models for PEL-t...
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