AbstractIn this paper, we describe the indices of the top and the least non-vanishing cohomologies Hi(X(w),Lλ) of line bundles on Schubert varieties X(w) given by non-dominant weights in the Kac–Moody setting. We also prove some surjectivity results for maps between some cohomology modules
AbstractGiven a generic map between flagged vector bundles on a Cohen–Macaulay variety, we construct...
In this note, we prove the vanishing of (twisted) Koszul cohomology groups K-p,1 of an abelian varie...
AbstractThe necessary and sufficient Horn inequalities which determine the non-vanishing Littlewood–...
AbstractIn this paper, we describe the indices of the top and the least non-vanishing cohomologies H...
The aim of this paper is to begin a study of the cohomology modules H<SUP>i</SUP>(X(w),L<SUP>λ</SUP>...
Abstract. In this paper we describe vanishing and non-vanishing of cohomology of ‘most ’ line bundle...
Thesis (Ph.D.)--University of Washington, 2012We study the local cohomology of a Schubert variety in...
A fundamental problem at the confluence of algebraic geometry and representation theory is to descri...
Schubert varieties in the full flag variety of Kac-Moody type are indexed by elements of the corresp...
We consider the conormal bundle of a Schubert variety SI in the cotangent bundle T∗Gr of the Grass...
AbstractUsing a combinatorial approach that avoids geometry, this paper studies the structure of KT(...
A longstanding problem in algebraic combinatorics is to find nonnegative combinatorial rules for the...
In this paper, we consider the GIT quotients of Schubert varieties for the action of a maximal torus...
AbstractIn the case of a simple algebraic group G of type G2 over a field of characteristic p>0 we s...
This thesis deals with the study of Schubert varieties, which are subsets of flag varieties indexed ...
AbstractGiven a generic map between flagged vector bundles on a Cohen–Macaulay variety, we construct...
In this note, we prove the vanishing of (twisted) Koszul cohomology groups K-p,1 of an abelian varie...
AbstractThe necessary and sufficient Horn inequalities which determine the non-vanishing Littlewood–...
AbstractIn this paper, we describe the indices of the top and the least non-vanishing cohomologies H...
The aim of this paper is to begin a study of the cohomology modules H<SUP>i</SUP>(X(w),L<SUP>λ</SUP>...
Abstract. In this paper we describe vanishing and non-vanishing of cohomology of ‘most ’ line bundle...
Thesis (Ph.D.)--University of Washington, 2012We study the local cohomology of a Schubert variety in...
A fundamental problem at the confluence of algebraic geometry and representation theory is to descri...
Schubert varieties in the full flag variety of Kac-Moody type are indexed by elements of the corresp...
We consider the conormal bundle of a Schubert variety SI in the cotangent bundle T∗Gr of the Grass...
AbstractUsing a combinatorial approach that avoids geometry, this paper studies the structure of KT(...
A longstanding problem in algebraic combinatorics is to find nonnegative combinatorial rules for the...
In this paper, we consider the GIT quotients of Schubert varieties for the action of a maximal torus...
AbstractIn the case of a simple algebraic group G of type G2 over a field of characteristic p>0 we s...
This thesis deals with the study of Schubert varieties, which are subsets of flag varieties indexed ...
AbstractGiven a generic map between flagged vector bundles on a Cohen–Macaulay variety, we construct...
In this note, we prove the vanishing of (twisted) Koszul cohomology groups K-p,1 of an abelian varie...
AbstractThe necessary and sufficient Horn inequalities which determine the non-vanishing Littlewood–...
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