In this paper we show an example of two differential graded algebras that have the same derivator K-theory but non-isomorphic Waldhausen K-theory. We also prove that Maltsiniotis’s comparison and localization conjectures for derivator K-theory cannot be simultaneously true.Ministerio de Ciencia e InnovaciónGeneralitat de CatalunyaJunta de Andalucía. Consejería de Economía, Innovación y Cienci
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
AbstractIn this paper we show an example of two differential graded algebras that have the same deri...
AbstractIn this paper we show an example of two differential graded algebras that have the same deri...
Abstract. In this paper we show an example of two differential graded alge-bras that have the same d...
We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulated derivat...
We define a K-theory for pointed right derivators and show that it agrees with Waldhausen K-theory i...
Triangulated derivators are yet another enhancement of triangulated categories introduced by Grothen...
AbstractWe prove the additivity theorem for the K-theory of triangulated derivators. This solves one...
We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulated derivato...
AbstractWe prove the additivity theorem for the K-theory of triangulated derivators. This solves one...
We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulated derivato...
Abstract. We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulate...
AbstractIt is now well known that the K-theory of a Waldhausen category depends on more than just it...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
AbstractIn this paper we show an example of two differential graded algebras that have the same deri...
AbstractIn this paper we show an example of two differential graded algebras that have the same deri...
Abstract. In this paper we show an example of two differential graded alge-bras that have the same d...
We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulated derivat...
We define a K-theory for pointed right derivators and show that it agrees with Waldhausen K-theory i...
Triangulated derivators are yet another enhancement of triangulated categories introduced by Grothen...
AbstractWe prove the additivity theorem for the K-theory of triangulated derivators. This solves one...
We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulated derivato...
AbstractWe prove the additivity theorem for the K-theory of triangulated derivators. This solves one...
We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulated derivato...
Abstract. We show that K1(E) of an exact category E agrees with K1(DE) of the associated triangulate...
AbstractIt is now well known that the K-theory of a Waldhausen category depends on more than just it...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
In this paper we introduce a new approach to determinant functors which allows us to extend Deligne'...
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