3 天前 - … ' 2013 paper computing the K-theory of analogs of Cuntz algebras after which a
number of authors have explored what well known operator algebra properties do and do not …

3 天前 - … For example, we often think of a unitization of a C∗-algebra as a noncommutative
compactification. Further, the translation of topological K-theory to operator K-theory has been …

5 天前 - … We obtain a higher version of this, by constructing an index of Dirac operators on
G/K in the K-theory of an algebra on which the conjugation-invariant terms in Barbasch and …

6 天前 - … Section 2 assembles the necessary prerequisites from algebraic number theory
as well as algebraic K-theory and explains the connection between K-theory and Galois …

6 天前 - … the development of Hermitian analogues of algebraic K-theory. This article was
written at … junction of manifold theory problemsand Hermitian K-theory of rings with involutions. …

10 天前 - … that is important in algebraic K-theory since it induces the long exact sequence
of relative K-theory [Wal06]. After recalling the definition of the Waldhausen and relative …

12 天前 - … In string theory, D-brane charges are classified by K-theory, where the relevant
flavor of K-theory depends on the type of string theory under consideration [MM97, Wit98, Kap00]…

13 天前 - … of schemes, including ones that are possibly singular, but still left open the
corresponding question for equivariant algebraic K-theory or for the algebraic K-theory of (quotient) …

13 天前 - … to stable homology of groups or to K-theory. As an illustration, we prove comparison
theorems between cohomologies of classical algebraic groups over infinite perfect fields, in …

17 天前 - … As an application, we identify connective analytic K-theory in the unstable homotopy
category with both Z×BGL and the analytification of connective algebraic K-theory. As a …