نتایج جستجو برای: gorenstein globaldimensions

تعداد نتایج: 1452  

2009
NIKOLAOS TZIOLAS

In this paper we study the deformation and Q-Gorenstein deformation theory of schemes with non-isolated singularities. We obtain obstruction spaces for the existence of deformations and also for local deformations to exist globally. Finally we obtain explicit criteria in order for a pure and reduced scheme of finite type over a field k to have smoothings and Q-Gorenstein smoothings.

Journal: :International Mathematics Research Notices 2022

Abstract Matroid base polytope and independence are Cohen–Macaulay. There plenty of examples when they also Gorenstein. We provide a full classification matroids whose or is This answers to question raised by Herzog Hibi.

Journal: :The São Paulo Journal of Mathematical Sciences 2010

Journal: :Advances in Mathematics 1988

Journal: :Science China-mathematics 2022

In this paper, we introduce the theory of local cohomology and duality to Notherian connected cochain DG algebras. We show that notion functor can be used detect Gorensteinness a homologically smooth algebra. For any Gorenstein locally finite algebra $${\cal A}$$ , define group homomorphism $${\rm{Hdet}}:{\rm{Au}}{{\rm{t}}_{dg}}\left( {\cal A} \right) \to {k^ \times }$$ called homological deter...

1998
Dimitrios I. Dais Martin Henk

An immediate generalization of the classical McKay correspondence for Gorenstein quotient spaces C/G in dimensions r ≥ 4 would primarily demand the existence of projective, crepant, full desingularizations. Since this is not always possible, it is natural to ask about special classes of such quotient spaces which would satisfy the above property. In this paper we give explicit necessary and suf...

2006
Zhaoyong Huang

Let Λ and Γ be left and right noetherian rings and ΛU a Wakamatsu tilting module with Γ = End(ΛT ). We introduce a new definition of U -dominant dimensions and show that the U -dominant dimensions of ΛU and UΓ are identical. We characterize k-Gorenstein modules in terms of homological dimensions and the property of double homological functors preserving monomorphisms. We also study a generaliza...

2006
X. W. CHEN P. ZHANG

For self-orthogonal modules T , the quotient triangulated categories D(A)/K(addT ) are studied, in particular, their relations with the stable categories of some Frobenius categories are investigated. New descriptions of the singularity categories of Gorenstein algebras are obtained; and the derived categories of Gorenstein algebras are explicitly given, inside the stable categories of the grad...

2004
Benjamin Nill

We give equivalent and sufficient criteria for the automorphism group of a complete toric variety, respectively a Gorenstein toric Fano variety, to be reductive. In particular we show that the automorphism group of a Gorenstein toric Fano variety is reductive, if the barycenter of the associated reflexive polytope is zero. Furthermore a sharp bound on the dimension of the reductive automorphism...

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