Sara Azzali

most citedBivariant

K

-theory with

R / Z

-coefficients and rho classes of unitary representations

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math.OA2018

The Baum--Connes conjecture localised at the unit element of a discrete group

Paolo Antonini, Sara Azzali, Georges Skandalis

We construct a Baum--Connes assembly map localised at the unit element of a discrete group $Γ$ . This morphism, called $μ_{τ}$ , is defined in $K K$ -theory with coefficients in $\mathbb…

math.OA2015★ 1 cited

Bivariant $K$ -theory with $R / Z$ -coefficients and rho classes of unitary representations

Paolo Antonini, Sara Azzali, Georges Skandalis

We construct equivariant $K K$ -theory with coefficients in $R$ and $R / Z$ as suitable inductive limits over $II_{1}$ -factors. We show that the Kasparov…

The Baum--Connes conjecture localised at the unit element of a discrete group

Bivariant K-theory with R/Z-coefficients and rho classes of unitary representations

Bivariant $K$ -theory with $R / Z$ -coefficients and rho classes of unitary representations