Add to ORKGWe show that the F-signature of a local ring of characteristic p, defined by Huneke and Leuschke, is positive if and only if the ring is strongly F-regular
AbstractWe prove that the F-signature of an affine semigroup ring of positive characteristic is alwa...
This dissertation establishes uniform bounds in characteristic p rings which are either F-finite or ...
We study the differential symmetric signature, an invariant of rings of finite type over a field, in...
We show that the F-signature of a local ring of characteristic p, defined by Huneke and Leuschke, is...
This is a revised version, incorporating referee's comments, of an article published in Mathematical...
AbstractWe show that the F-signature of a strongly F-regular local ring of characteristic p exists i...
This is a preprint of an article published in the Annales de la Faculte des Sciences de Toulouse, 15...
AbstractLet (R,m,k) be a d-dimensional Noetherian reduced local ring of prime characteristic p such ...
AbstractWe generalize F-signature to pairs (R,D) where D is a Cartier subalgebra on R as defined by ...
Let (R, m, K) be an F-finite Noetherian local ring which has a canonical ideal I (sic) R. We prove t...
AbstractWe study some properties of regularity of homomorphisms of local rings of positive equichara...
Abstract. Let (R,m) be a Noetherian local ring of prime characteristic p. We define the F-rational s...
AbstractOur study in this note is concentrated on extending the class of strongly π-regular rings, o...
AbstractFor a Noetherian local domain (R,m,K), it is an open question whether strong F-regularity de...
Using the description of the Frobenius limit of modules over the ring of invariants under an action ...
AbstractWe prove that the F-signature of an affine semigroup ring of positive characteristic is alwa...
This dissertation establishes uniform bounds in characteristic p rings which are either F-finite or ...
We study the differential symmetric signature, an invariant of rings of finite type over a field, in...
We show that the F-signature of a local ring of characteristic p, defined by Huneke and Leuschke, is...
This is a revised version, incorporating referee's comments, of an article published in Mathematical...
AbstractWe show that the F-signature of a strongly F-regular local ring of characteristic p exists i...
This is a preprint of an article published in the Annales de la Faculte des Sciences de Toulouse, 15...
AbstractLet (R,m,k) be a d-dimensional Noetherian reduced local ring of prime characteristic p such ...
AbstractWe generalize F-signature to pairs (R,D) where D is a Cartier subalgebra on R as defined by ...
Let (R, m, K) be an F-finite Noetherian local ring which has a canonical ideal I (sic) R. We prove t...
AbstractWe study some properties of regularity of homomorphisms of local rings of positive equichara...
Abstract. Let (R,m) be a Noetherian local ring of prime characteristic p. We define the F-rational s...
AbstractOur study in this note is concentrated on extending the class of strongly π-regular rings, o...
AbstractFor a Noetherian local domain (R,m,K), it is an open question whether strong F-regularity de...
Using the description of the Frobenius limit of modules over the ring of invariants under an action ...
AbstractWe prove that the F-signature of an affine semigroup ring of positive characteristic is alwa...
This dissertation establishes uniform bounds in characteristic p rings which are either F-finite or ...
We study the differential symmetric signature, an invariant of rings of finite type over a field, in...