F. Sukochev

most citedThe spectral shift function and spectral flow

26 citations · 26 across the 3 of their papers we have counts for

collaborators

3 papers

math.FA2026

Norms of generalized derivations with values in symmetric spaces

J. Huang, M. Pliev, F. Sukochev +1

Let $B (H)$ be the $*$ -algebra of all bounded linear operators on a Hilbert space $H$ . A classical result due to Stamplfi shows that, for any $a \in B (H)$ ,…

math.OA2026

Schur Multipliers with Unequal Operator and Completely Bounded Norms on $S_{p}$ , $1 < p \neq = 2 < \infty$

J. Huang, F. Sukochev, A. Tomskova

For every $1 < p \neq = 2 < \infty$ , we exhibit an explicit Schur multiplier on $S_{p}$ whose operator norm is strictly smaller than its completely bounded norm. More precisely, for each suc…

math.FA2007★ 26 cited

The spectral shift function and spectral flow

N. A. Azamov, A. L. Carey, F. A. Sukochev

This paper extends Krein's spectral shift function theory to the setting of semifinite spectral triples. We define the spectral shift function under these hypotheses via Birman-Sol…

Norms of generalized derivations with values in symmetric spaces

Schur Multipliers with Unequal Operator and Completely Bounded Norms on Sp​, 1<p=2<∞

The spectral shift function and spectral flow

Schur Multipliers with Unequal Operator and Completely Bounded Norms on $S_{p}$ , $1 < p \neq = 2 < \infty$