activity
19972004
most citedEmbeddings of derived categories of bornological modules

35 citations · 36 across the 3 of their papers we have counts for

collaborators

6 papers

math.FA200435 cited

Embeddings of derived categories of bornological modules

Ralf Meyer

Let A be an algebra with a countable basis and let B be, say, a Frechet algebra that contains A as a dense subalgebra. This embedding induces a functor from the derived category of…

math.KT20031 cited

The cyclic homology and K-theory of certain adelic crossed products

Ralf Meyer

The multiplicative group of a global field acts on its adele ring by multiplication. We consider the crossed product algebra of the resulting action on the space of Schwartz functi…

math.KT2003

A characterization of the Dirac Dual Dirac Method

Heath Emerson, Ralf Meyer

Let G be a discrete, torsion free group with a finite dimensional classifying space BG. We show that the existence of a gamma-element for such G is a metric, that is, coarse, invar…

math.KT2002

Comparisons between periodic, analytic and local cyclic cohomology

Ralf Meyer

We compute periodic, analytic and local cyclic cohomology for convolution algebras of compact Lie groups in order to exhibit differences between these theories. A surprising result…

math.KT1999

Analytic cyclic cohomology

Ralf Meyer

We prove excision in entire and periodic cyclic cohomology and construct a Chern-Connes character for Fredholm modules over a C*-algebra without summability restrictions, taking va…

funct-an1997

Finite dimensional quotients of commutative operator algebras

Ralf Meyer

The matrix normed structure of the unitization of a (non-selfadjoint) operator algebra is determined by that of the original operator algebra. This yields a classification up to co…