Subgroups of the general linear group normalized by relative elementary groups.- Equivariant algebraic K-theory.- Sur le groupe K3 d¿un anneau.- Projective surgery obstructions on closed manifolds.- A note on the homotopy groups of the diffeomorphism groups of spherical space forms.- On the algebraic K-theory of a?-ring spaces.- Steenrod¿s problem and k-invariants of certain classifying spaces.- Galois cohomology of complete discrete valuation fields.- Even dimensional projective surgery groups of finite groups.- Exact sequences for locally free class groups.- Unit¿repr¿nt¿ par des formes quadratiques ou par des normes r¿ites.- A "gersten conjecture" for witt groups.- On the cohomology of SLn over rings of algebraic functions.- A logarithmic description of determinants in group rings.- Character action on the class group of fr¿hlich.- Localisation non commutative de formes quadratiques.- Operations in the algebraic K-theory of spaces.
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Für Beruf und Forschung
Research
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Höhe: 235 mm
Breite: 155 mm
Dicke: 23 mm
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ISBN-13
978-3-662-14475-6 (9783662144756)
DOI
Schweitzer Klassifikation
Subgroups of the general linear group normalized by relative elementary groups.- Equivariant algebraic K-theory.- Sur le groupe K3 d'un anneau.- Projective surgery obstructions on closed manifolds.- A note on the homotopy groups of the diffeomorphism groups of spherical space forms.- On the algebraic K-theory of a?-ring spaces.- Steenrod's problem and k-invariants of certain classifying spaces.- Galois cohomology of complete discrete valuation fields.- Even dimensional projective surgery groups of finite groups.- Exact sequences for locally free class groups.- Unités représentées par des formes quadratiques ou par des normes réduites.- A "gersten conjecture" for witt groups.- On the cohomology of SLn over rings of algebraic functions.- A logarithmic description of determinants in group rings.- Character action on the class group of fröhlich.- Localisation non commutative de formes quadratiques.- Operations in the algebraic K-theory of spaces.