Add to ORKGSchwänzl R, Staffeldt R, Waldhausen F. Stable K-theory and topological Hochschild homology of A [infty] rings. In: Banaszak G, Gajda W, Krason P, eds. Algebraic K-theory: Conference on Algebraic K-Theory, September 4 - 8, 1995, The Adam Mickiewicz University, Poznan, Poland. Contemporary mathematics ; 199. Providence, RI: American Mathematical Society; 1996: 161-173
Schwede S. Stable homotopy of algebraic theories. Ergänzungsreihe / Universität Bielefeld, Sonderfor...
The K-theory of a polynomial ring R[t] contains the K-theory of R as a summand. For R commutative an...
In the appendix to [20] Waldhausen discussed a trace map tr:K(R)MNHH(R), from the algebraic K-theory...
The purpose of this thesis is to study the higher Hochschild homology of some rational algebras. We ...
The purpose of this thesis is to study the higher Hochschild homology of some rational algebras. We ...
AbstractThe simplicial objects in an algebraic category admit an abstract homotopy theory via a Quil...
Schwänzl R, Vogt RM, Waldhausen F. Topological Hochschild Homology. Journal of the London Mathematic...
Abstract: The simplicial objects in an algebraic category admit an abstract homotopy theory via a Qu...
Waldhausen F. Algebraic K-theory of spaces, concordance, and stable homotopy theory. In: Browder W, ...
The K-theory of a polynomial ring R[t] contains the K-theory of R as a summand. For R commutative an...
Waldhausen F. Algebraic K-theory of spaces, localization, and the chromatic filtration of stable hom...
AbstractIn analogy with Hochschild-Mitchell homology for linear categories topological Hochschild an...
The study of the homology groups of classical group over a ring R with coefficient A, where A is a c...
The study of the homology groups of classical group over a ring R with coefficient A, where A is a c...
We determine higher topological Hochschild homology of rings of integers in number fields with coeff...
Schwede S. Stable homotopy of algebraic theories. Ergänzungsreihe / Universität Bielefeld, Sonderfor...
The K-theory of a polynomial ring R[t] contains the K-theory of R as a summand. For R commutative an...
In the appendix to [20] Waldhausen discussed a trace map tr:K(R)MNHH(R), from the algebraic K-theory...
The purpose of this thesis is to study the higher Hochschild homology of some rational algebras. We ...
The purpose of this thesis is to study the higher Hochschild homology of some rational algebras. We ...
AbstractThe simplicial objects in an algebraic category admit an abstract homotopy theory via a Quil...
Schwänzl R, Vogt RM, Waldhausen F. Topological Hochschild Homology. Journal of the London Mathematic...
Abstract: The simplicial objects in an algebraic category admit an abstract homotopy theory via a Qu...
Waldhausen F. Algebraic K-theory of spaces, concordance, and stable homotopy theory. In: Browder W, ...
The K-theory of a polynomial ring R[t] contains the K-theory of R as a summand. For R commutative an...
Waldhausen F. Algebraic K-theory of spaces, localization, and the chromatic filtration of stable hom...
AbstractIn analogy with Hochschild-Mitchell homology for linear categories topological Hochschild an...
The study of the homology groups of classical group over a ring R with coefficient A, where A is a c...
The study of the homology groups of classical group over a ring R with coefficient A, where A is a c...
We determine higher topological Hochschild homology of rings of integers in number fields with coeff...
Schwede S. Stable homotopy of algebraic theories. Ergänzungsreihe / Universität Bielefeld, Sonderfor...
The K-theory of a polynomial ring R[t] contains the K-theory of R as a summand. For R commutative an...
In the appendix to [20] Waldhausen discussed a trace map tr:K(R)MNHH(R), from the algebraic K-theory...