Keller B, Krause H. Tilting preserves finite global dimension. Comptes Rendus Mathematique . 2020;358(5):563-570.Given a tilting object of the derived category of an abelian category of finite global dimension, we give (under suitable finiteness conditions) a bound for the global dimension of its endomorphism ring
AbstractLetRbe a ring,Pbe a ∗-module, andS=EndP. Inspired by the tilting theory, we investigate rela...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
AbstractLetRbe a ring,Pbe a ∗-module, andS=EndP. Inspired by the tilting theory, we investigate rela...
Keller B, Krause H. Tilting preserves finite global dimension. Comptes Rendus Mathematique . 2020;35...
Given a tilting object of the derived category of an abelian category of finite global dimension, we...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
Let Λ be an Artin algebra of finite global dimension and let T be a tilting module over Λ . We ...
summary:Comparing the bounded derived categories of an algebra and of the endomorphism algebra of a ...
summary:Comparing the bounded derived categories of an algebra and of the endomorphism algebra of a ...
We consider the dominant dimension of an order over a Cohen-Macaulay ring in the category of central...
AbstractLet Λ be a finite dimensional k-algebra over an algebraically closed field k and let ΛT be a...
Let R be a split extension of A by a nilpotent ideal M. We give necessary and sufficient conditions ...
AbstractLet D be a triangulated category with a cluster tilting subcategory U. The quotient category...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
AbstractLet R be a left noetherian ring, S a right noetherian ring and UR a generalized tilting modu...
AbstractLetRbe a ring,Pbe a ∗-module, andS=EndP. Inspired by the tilting theory, we investigate rela...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
AbstractLetRbe a ring,Pbe a ∗-module, andS=EndP. Inspired by the tilting theory, we investigate rela...
Keller B, Krause H. Tilting preserves finite global dimension. Comptes Rendus Mathematique . 2020;35...
Given a tilting object of the derived category of an abelian category of finite global dimension, we...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
Let Λ be an Artin algebra of finite global dimension and let T be a tilting module over Λ . We ...
summary:Comparing the bounded derived categories of an algebra and of the endomorphism algebra of a ...
summary:Comparing the bounded derived categories of an algebra and of the endomorphism algebra of a ...
We consider the dominant dimension of an order over a Cohen-Macaulay ring in the category of central...
AbstractLet Λ be a finite dimensional k-algebra over an algebraically closed field k and let ΛT be a...
Let R be a split extension of A by a nilpotent ideal M. We give necessary and sufficient conditions ...
AbstractLet D be a triangulated category with a cluster tilting subcategory U. The quotient category...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
AbstractLet R be a left noetherian ring, S a right noetherian ring and UR a generalized tilting modu...
AbstractLetRbe a ring,Pbe a ∗-module, andS=EndP. Inspired by the tilting theory, we investigate rela...
summary:In this note we show that for a $\ast ^{n}$-module, in particular, an almost $n$-tilting mod...
AbstractLetRbe a ring,Pbe a ∗-module, andS=EndP. Inspired by the tilting theory, we investigate rela...
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