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Inhaltsangabe
The dilogarithm and extensions of Lie algebras.- A spectral sequence for the K-theory of affine glued schemes.- Seminormality of unions of planes.- Seminormality implies the Chinese remainder theorem.- Etale cohomology of reductive groups.- Comparison of K-theory spectral sequences, with applications.- Dilogarithm computations for K3.- Obstruction a l'Excision En K-Theorie Algebrique.- Stability for K2 of Dedekind rings of arithmetic type.- K-théorie relative d'un idéal bilatère de carré nul: étude homologique en basse dimension.- On the boundary map K3(?/I) ? K2(?,I).- Odd index subgroups of units in cyclotomic fields and applications.- Sk1 for finite group rings: III.- On a conjecture concerning K*(ZZ/p2).- K?-Theory of Noetherian schemes.- On higher p-adic regulators.- Rational K-theory of the dual numbers of a ring of algebraic integers.- On K2 and K3 of truncated polynomial rings.- On the normal subgroups of GLn over a ring.- Meyer vietoris sequences and module structures on NK.- A survey of products in algebraic K-theory.
The dilogarithm and extensions of Lie algebras.- A spectral sequence for the K-theory of affine glued schemes.- Seminormality of unions of planes.- Seminormality implies the Chinese remainder theorem.- Etale cohomology of reductive groups.- Comparison of K-theory spectral sequences, with applications.- Dilogarithm computations for K3.- Obstruction a l'Excision En K-Theorie Algebrique.- Stability for K2 of Dedekind rings of arithmetic type.- K-théorie relative d'un idéal bilatère de carré nul: étude homologique en basse dimension.- On the boundary map K3(?/I) ? K2(?,I).- Odd index subgroups of units in cyclotomic fields and applications.- Sk1 for finite group rings: III.- On a conjecture concerning K*(ZZ/p2).- K?-Theory of Noetherian schemes.- On higher p-adic regulators.- Rational K-theory of the dual numbers of a ring of algebraic integers.- On K2 and K3 of truncated polynomial rings.- On the normal subgroups of GLn over a ring.- Meyer vietoris sequences and module structures on NK.- A survey of products in algebraic K-theory.
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