AbstractWe study some properties of regularity of homomorphisms of local rings of positive equicharacteristic. In particular we extend a theorem of Izumi about the linear equivalence of topologies in this case. The main tool we use is a monomialization theorem for homomorphisms of power series in positive characteristic
Let k be a field and R a standard graded k-algebra. We denote by HR the homology algebra of the Kosz...
AbstractLet Λ be a finite dimensional algebra over an algebraically closed field k. We will investig...
AbstractWe study modules over the Carlitz ring, a counterpart of the Weyl algebra in analysis over l...
AbstractWe study some properties of regularity of homomorphisms of local rings of positive equichara...
We show that in positive characteristic special loci of deformation spaces of rank one ℓ-adic local ...
ABSTRACT. In this paper, various Homological Conjectures are studied for local rings which are local...
AbstractNumerical invariants which measure the Cohen–Macaulay character of homomorphismsϕ:R→Sof noet...
AbstractIn this paper, we present a condition on a local Cohen–Macaulay F-injective ring of positive...
Birational properites of generically finite morphisms $X\rightarrow Y$ of algebraic varieties can be...
. Numerical invariants which measure the Cohen--Macaulay character of homomorphisms ' : R ! S ...
The dissertation utilizes the Frobenius endomorphism in positive characteristic to attack several pr...
AbstractWe study the relationship between the Tor-regularity and the local-regularity over a positiv...
final versionInternational audienceThe second author has recently introduced a new class of L-series...
International audienceWe prove the weak functoriality of (big) Cohen-Macaulay algebras, which contro...
AbstractLet R be a local Noetherian domain of positive characteristic. A theorem of Hochster and Hun...
Let k be a field and R a standard graded k-algebra. We denote by HR the homology algebra of the Kosz...
AbstractLet Λ be a finite dimensional algebra over an algebraically closed field k. We will investig...
AbstractWe study modules over the Carlitz ring, a counterpart of the Weyl algebra in analysis over l...
AbstractWe study some properties of regularity of homomorphisms of local rings of positive equichara...
We show that in positive characteristic special loci of deformation spaces of rank one ℓ-adic local ...
ABSTRACT. In this paper, various Homological Conjectures are studied for local rings which are local...
AbstractNumerical invariants which measure the Cohen–Macaulay character of homomorphismsϕ:R→Sof noet...
AbstractIn this paper, we present a condition on a local Cohen–Macaulay F-injective ring of positive...
Birational properites of generically finite morphisms $X\rightarrow Y$ of algebraic varieties can be...
. Numerical invariants which measure the Cohen--Macaulay character of homomorphisms ' : R ! S ...
The dissertation utilizes the Frobenius endomorphism in positive characteristic to attack several pr...
AbstractWe study the relationship between the Tor-regularity and the local-regularity over a positiv...
final versionInternational audienceThe second author has recently introduced a new class of L-series...
International audienceWe prove the weak functoriality of (big) Cohen-Macaulay algebras, which contro...
AbstractLet R be a local Noetherian domain of positive characteristic. A theorem of Hochster and Hun...
Let k be a field and R a standard graded k-algebra. We denote by HR the homology algebra of the Kosz...
AbstractLet Λ be a finite dimensional algebra over an algebraically closed field k. We will investig...
AbstractWe study modules over the Carlitz ring, a counterpart of the Weyl algebra in analysis over l...
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