AbstractLet G be a connected reductive linear algebraic group over a field k of characteristic p>0. Let p be large enough with respect to the root system. We show that if a finitely generated commutative k-algebra A with G-action has good filtration, then any noetherian A-module with compatible G-action has finite good filtration dimension
The natural filtration of the infinite-dimensional contact superalgebra over an algebraic closed fie...
Summary. Let G be a reductive connected linear algebraic group over an algebraically closed field of...
Let G be an almost simple and simply connected algebraic group defined and split over the prime fiel...
AbstractLet G be a connected reductive linear algebraic group over a field k of characteristic p>0. ...
AbstractLet k be an algebraically closed field of positive characteristic, G a reductive group over ...
AbstractIt is shown that for certain classes of semigroup algebras K[S], including right noetherian ...
Let G be a compact p-adic analytic group. We study K-theoretic questions related to the representati...
Let K be a maximal unramified extension of a nonarchimedean local field of residual characteristic p...
Abstract. Let G be a compact p-adic analytic group. We study K-theoretic questions related to the re...
AbstractLet K be an algebraically closed field. For a finitely generated graded commutative K-algebr...
Abstract. Let A have a locally finite and multi-parameter indexed filtration F and let B be a homomo...
AbstractWe first define the notion of good filtration dimension and Weyl filtration dimension in a q...
AbstractLetVdenote a finite-dimensionalKvector space and letGdenote a finite group ofK-linear automo...
Let G be a reductive linear algebraic group over a field k. Let A be a finitely generated commutativ...
International audienceLet G be a reductive linear algebraic group over afield k. Let A be a finitely...
The natural filtration of the infinite-dimensional contact superalgebra over an algebraic closed fie...
Summary. Let G be a reductive connected linear algebraic group over an algebraically closed field of...
Let G be an almost simple and simply connected algebraic group defined and split over the prime fiel...
AbstractLet G be a connected reductive linear algebraic group over a field k of characteristic p>0. ...
AbstractLet k be an algebraically closed field of positive characteristic, G a reductive group over ...
AbstractIt is shown that for certain classes of semigroup algebras K[S], including right noetherian ...
Let G be a compact p-adic analytic group. We study K-theoretic questions related to the representati...
Let K be a maximal unramified extension of a nonarchimedean local field of residual characteristic p...
Abstract. Let G be a compact p-adic analytic group. We study K-theoretic questions related to the re...
AbstractLet K be an algebraically closed field. For a finitely generated graded commutative K-algebr...
Abstract. Let A have a locally finite and multi-parameter indexed filtration F and let B be a homomo...
AbstractWe first define the notion of good filtration dimension and Weyl filtration dimension in a q...
AbstractLetVdenote a finite-dimensionalKvector space and letGdenote a finite group ofK-linear automo...
Let G be a reductive linear algebraic group over a field k. Let A be a finitely generated commutativ...
International audienceLet G be a reductive linear algebraic group over afield k. Let A be a finitely...
The natural filtration of the infinite-dimensional contact superalgebra over an algebraic closed fie...
Summary. Let G be a reductive connected linear algebraic group over an algebraically closed field of...
Let G be an almost simple and simply connected algebraic group defined and split over the prime fiel...
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