Add to ORKGRecently, Lauritzen, Raben-Pedersen and Thomsen proved that Schubert varieties are globally $F$-regular. We give another proof simpler than the original one
We review the notion of regular singular point of a linear differential equation with meromorphic co...
This contribution reviews the main results on Schubert varieties and their generalizations It covers...
. For a semisimple adjoint algebraic group G and a Borel subgroup B, consider the double classes Bw...
Abstract. Let G denote a connected reductive algebraic group over an algebraically closed field k an...
International audienceWe characterize by pattern avoidance the Schubert varieties for $\mathrm{GL}_n...
AbstractWe prove that every globally F-regular variety is log Fano. In other words, if a prime chara...
Abstract. We prove that every globally F-regular variety is log Fano. In other words, if a prime cha...
A theorem of Ryan and Wolper states that a type A Schubert variety is smooth if and only if...
Abstract. The purpose of this paper is to present a new combinatorial criterion for rational smooth-...
We present a combinatorial and computational commutative algebra methodology for studying s...
AbstractThe aim of this article is to present a smoothness criterion for Schubert varieties in gener...
none1noIn this paper we introduce LS algebras. We study their general properties and apply these res...
We describe a Schubert induction theorem, a tool for analyzing intersections on a Grassmannian over ...
AbstractLetwbe an element of the Weyl groupSn, and letXwbe the Schubert variety associated towin the...
We establish the Minimal Model Program for arithmetic threefolds whose residue characteristics are g...
We review the notion of regular singular point of a linear differential equation with meromorphic co...
This contribution reviews the main results on Schubert varieties and their generalizations It covers...
. For a semisimple adjoint algebraic group G and a Borel subgroup B, consider the double classes Bw...
Abstract. Let G denote a connected reductive algebraic group over an algebraically closed field k an...
International audienceWe characterize by pattern avoidance the Schubert varieties for $\mathrm{GL}_n...
AbstractWe prove that every globally F-regular variety is log Fano. In other words, if a prime chara...
Abstract. We prove that every globally F-regular variety is log Fano. In other words, if a prime cha...
A theorem of Ryan and Wolper states that a type A Schubert variety is smooth if and only if...
Abstract. The purpose of this paper is to present a new combinatorial criterion for rational smooth-...
We present a combinatorial and computational commutative algebra methodology for studying s...
AbstractThe aim of this article is to present a smoothness criterion for Schubert varieties in gener...
none1noIn this paper we introduce LS algebras. We study their general properties and apply these res...
We describe a Schubert induction theorem, a tool for analyzing intersections on a Grassmannian over ...
AbstractLetwbe an element of the Weyl groupSn, and letXwbe the Schubert variety associated towin the...
We establish the Minimal Model Program for arithmetic threefolds whose residue characteristics are g...
We review the notion of regular singular point of a linear differential equation with meromorphic co...
This contribution reviews the main results on Schubert varieties and their generalizations It covers...
. For a semisimple adjoint algebraic group G and a Borel subgroup B, consider the double classes Bw...