activity
19922023
most citedSpectral triples for AF C*-algebras and metrics on the Cantor set

75 citations · 178 across the 28 of their papers we have counts for

collaborators

30 papers

math.FA2023

Bilinear forms, Schur multipliers, complete boundedness and duality

Erik Christensen

Grothendieck's inequalities for operators and bilinear forms imply some factorization results for complex m x n matrices. Based on the theory of operator spaces and completely boun…

math.OA2022

Norm optimal factorizations of scalar and block matrices

Erik Christensen

For an complex matrix of rank with Schur multiplier we show that there exist an complex matrix and an complex matrix …

math.OA2021★ 2 cited

Minimal Stinespring Representations of Operator Valued Multilinear Maps

Erik Christensen

A completely positive linear map from a C*-algebra into has a Stinespring representation as where is a *-representation of on a Hilbert sp…

math.OA2021

C*-dynamical rapid decay

Erik Christensen

Some well known results by Haagerup, Jolissaint and de la Harpe may be extended to the setting of a reduced crossed product of a C*-algebra A by a discrete group We show that…

math.OA2020

Unbounded expectations to some von Neumann algebras

Erik Christensen

For any injective von Neumann algebra R and any discrete, countable group G, which acts by *-automorphisms on R, we construct an idempotent mapping of an ultra-weakly dense subspac…

math.OA2019★ 1 cited

The Hadamard product in a crossed product C*-algebra

Erik Christensen

We show that for a C*-algebra A and a discrete group G with an action of G on A, the reduced crossed product C*-algebra possesses a natural generalization of the convolution produc…