The non-triviality of sk? (ZZ ?).- Stable equivalence of artin algebras.- Some properties of TTF-classes.- Is SK1(Z?)=O for ? a finite abelian group.- Stability for K2.- The theory of relative grothendieck rings.- The morita context and the construction of QF rings.- On steinberg groups.- Class groups of orders and a mayer-vietoris sequence.- Lie properties in modular group algebras.- K-theory and algebraic correspondences.- The structure of the Witt ring and quotients of abelian group rings.- The schur subgroup of the brauer group.- On the embedding of an order into a maximal order.
The non-triviality of sk? (ZZ ?).- Stable equivalence of artin algebras.- Some properties of TTF-classes.- Is SK1(Z?)=O for ? a finite abelian group.- Stability for K2.- The theory of relative grothendieck rings.- The morita context and the construction of QF rings.- On steinberg groups.- Class groups of orders and a mayer-vietoris sequence.- Lie properties in modular group algebras.- K-theory and algebraic correspondences.- The structure of the Witt ring and quotients of abelian group rings.- The schur subgroup of the brauer group.- On the embedding of an order into a maximal order.
The non-triviality of sk? (ZZ ?).- Stable equivalence of artin algebras.- Some properties of TTF-classes.- Is SK1(Z?)=O for ? a finite abelian group.- Stability for K2.- The theory of relative grothendieck rings.- The morita context and the construction of QF rings.- On steinberg groups.- Class groups of orders and a mayer-vietoris sequence.- Lie properties in modular group algebras.- K-theory and algebraic correspondences.- The structure of the Witt ring and quotients of abelian group rings.- The schur subgroup of the brauer group.- On the embedding of an order into a maximal order.
The non-triviality of sk? (ZZ ?).- Stable equivalence of artin algebras.- Some properties of TTF-classes.- Is SK1(Z?)=O for ? a finite abelian group.- Stability for K2.- The theory of relative grothendieck rings.- The morita context and the construction of QF rings.- On steinberg groups.- Class groups of orders and a mayer-vietoris sequence.- Lie properties in modular group algebras.- K-theory and algebraic correspondences.- The structure of the Witt ring and quotients of abelian group rings.- The schur subgroup of the brauer group.- On the embedding of an order into a maximal order.
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