This paper provides a realization of K-theory with R/Z coefficients and proves an R/Z index theorem
We compute K-theory for ring C*-algebras in the case of higher roots of unity and thereby completely...
We compute K-theory for ring C*-algebras in the case of higher roots of unity and thereby completely...
Let $M$ be a closed manifold and $\alpha : \pi_1(M)\to U_n$ a representation. We give a purely $K$-t...
We define topological and analytic indices in R/Z K-theory and show that they are equal.
We introduce K-theory ranks and index for C*-algebras (considered as their Euler characteristic) and...
We introduce K-theory ranks and index for C*-algebras (considered as their Euler characteristic) and...
Summary. These lecture notes are mainly devoted to a K-theory proof of the Atiyah-Singer index theor...
Abstract. In this article we give a direct proof that the R/Z an-alytic index is well defined and th...
We construct equivariant KK-theory with coefficients in R and R/Z as suitable inductive limits over ...
We construct equivariant KK-theory with coefficients in R and R/Z as suitable inductive limits over ...
We review and study the Künneth theorem (KT) and the universal coefficient theorem (UCT) in equivari...
We review and study the Künneth theorem (KT) and the universal coefficient theorem (UCT) in equivari...
Let M be a closed manifold and α: π 1 (M) → Un a representation. We give a purely K-theoretic descri...
textWe construct a geometric model for differential K-theory, and prove it is isomorphic to the mode...
AbstractWe define the new notion of R/Z-differential K-characters and study some properties. In part...
We compute K-theory for ring C*-algebras in the case of higher roots of unity and thereby completely...
We compute K-theory for ring C*-algebras in the case of higher roots of unity and thereby completely...
Let $M$ be a closed manifold and $\alpha : \pi_1(M)\to U_n$ a representation. We give a purely $K$-t...
We define topological and analytic indices in R/Z K-theory and show that they are equal.
We introduce K-theory ranks and index for C*-algebras (considered as their Euler characteristic) and...
We introduce K-theory ranks and index for C*-algebras (considered as their Euler characteristic) and...
Summary. These lecture notes are mainly devoted to a K-theory proof of the Atiyah-Singer index theor...
Abstract. In this article we give a direct proof that the R/Z an-alytic index is well defined and th...
We construct equivariant KK-theory with coefficients in R and R/Z as suitable inductive limits over ...
We construct equivariant KK-theory with coefficients in R and R/Z as suitable inductive limits over ...
We review and study the Künneth theorem (KT) and the universal coefficient theorem (UCT) in equivari...
We review and study the Künneth theorem (KT) and the universal coefficient theorem (UCT) in equivari...
Let M be a closed manifold and α: π 1 (M) → Un a representation. We give a purely K-theoretic descri...
textWe construct a geometric model for differential K-theory, and prove it is isomorphic to the mode...
AbstractWe define the new notion of R/Z-differential K-characters and study some properties. In part...
We compute K-theory for ring C*-algebras in the case of higher roots of unity and thereby completely...
We compute K-theory for ring C*-algebras in the case of higher roots of unity and thereby completely...
Let $M$ be a closed manifold and $\alpha : \pi_1(M)\to U_n$ a representation. We give a purely $K$-t...
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