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Visible L-theory.

Michael Weiss (1992)

Forum mathematicum

Waldhausen’s Nil groups and continuously controlled K-theory

Hans Munkholm, Stratos Prassidis (1999)

Fundamenta Mathematicae

Let $Γ = Γ_{1} *_{G} Γ_{2}$ be the pushout of two groups $Γ_{i}$ , i = 1,2, over a common subgroup G, and H be the double mapping cylinder of the corresponding diagram of classifying spaces $B Γ_{1} \leftarrow B G \leftarrow B Γ_{2}$ . Denote by ξ the diagram $I \frac{p}{\leftarrow} H \frac{1}{\to} X = H$ , where p is the natural map onto the unit interval. We show that the $N i l^{\sim}$ groups which occur in Waldhausen’s description of $K_{*} (ℤ Γ)$ coincide with the continuously controlled groups $_{*}^{c c} (ξ)$ , defined by Anderson and Munkholm. This also allows us to identify the continuously controlled groups $_{*}^{c c} (ξ^{+})$ which are known to form a homology...

Displaying 441 – 456 of 456

Visible L-theory.

Waldhausen’s Nil groups and continuously controlled K-theory

Weak cofibrations in categories of cofibrant objects.

When is Galois cohomology free or trivial?

When projective does not imply flat, and other homological anomalies.

Whitehead groups of exchange rings with primitive factors Artinian.

Wild kernels at the prime 2

Wild kernels for higher $K$ -theory of division and semi-simple algebras.

Witt group of Hermitian forms over a noncommutative discrete valuation ring.

Witt groups of projective line bundles.

Zagier’s conjecture and Wedge complexes in algebraic $K$ -theory

К одной теореме Оянгурена

О конечночти в регулярных кольцах

Сравнение $K$ -теорий Квиллена и Володина

Субнормальное строение симплектических групп над $(2, 3)$ -полными кольцами

Сюрьективная стабилизация $K_{1}$ -функтора для некоторых исключительых групп Шевалле

Currently displaying 441 – 456 of 456